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What is the concept of energy conservation and energy efficiency and why are energy efficiency and energy conservation important goals to achieve?
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Energy conservation involves using less energy by adjusting your behaviors and habits. Energy efficiency, on the other hand, involves using technology that requires less energy to perform the same function. Energy efficiency generally pertains to the technical performance of energy conversion and consuming devices and building materials. Energy conservation generally includes actions to reduce the amount of energy end use. Energy conservation and efficiency may be related, but they have distinct definitions in the energy world. Energy conservation involves using less energy by adjusting your behaviors and habits. Energy efficiency, on the other hand, involves using technology that requires less energy to perform the same function. The principle of energy conservation states that energy is neither created nor destroyed. It may transform from one type to another. Like the mass conservation principle, the validity of the conservation of energy relies on experimental observations; thus, it is an empirical law. Energy efficiency generally pertains to the technical performance of energy conversion and consuming devices and building materials. Energy conservation generally includes actions to reduce the amount of energy end use. Energy efficiency is understood to mean the utilization of energy in the most cost effective manner to carry out a manufacturing process or provide a service, whereby energy waste is minimized and the overall consumption of primary energy resources is reduced. The first law of thermodynamics is equivalent to the law of conservation of energy: energy cannot be created or destroyed; the total amount of energy in the Universe is fixed. Energy can be transformed from one form to another or transferred from one place to another but the total energy must remain unchanged. The fewer greenhouse gas emissions in the atmosphere, the better chance we have to reduce climate change. Energy conservation helps us do that by decreasing our dependence on fossil fuels. Conserving energy also helps individuals save money. Energy conservation and energy efficiency are not only important topics for long-distance runners, they are also important when discussing our reliance on carbon-based fossil fuels. By practicing both energy conservation and energy efficiency, we can reduce our dependence on fossil fuels and help the environment. Around the globe, there is a great need to save energy, which impacts prices, emissions targets, and legislation that affects us all. Not only can energy management help reduce the carbon emissions that contribute to global warming, it also helps reduce our dependence on increasingly limited fossil fuels. Energy efficiency saves money, increases the resilience and reliability of the electric grid, and provides environmental, community, and health benefits.
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How does energy conservation impact the environment and economy and how does energy conservation impact the environment and economy?
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Yes, conservation of energy emphasizes the need for a transition to a low-carbon economy and the role of energy efficiency measures in achieving sustainability goals. Cost Savings through Energy Conservation: One of the primary economic benefits of energy conservation is the potential for cost savings. Reducing your energy usage reduces the demand for fossil fuels and, in turn, lowers the levels of carbon dioxide in the atmosphere. Climate change results in heat waves, drought, higher sea level, abnormal weather patterns and a greater likelihood of natural disasters. The economy of energy conservation requires harmonizing the interests of energy producers and consumers. Such an agreement is possible in this case that the resource capabilities of the manufacturer and energy conservation of the consumers are considered simultaneously and on a unified basis. Generating electricity and heat by burning fossil fuels coal, oil, or gas causes a large chunk of the greenhouse gases, such as carbon dioxide and nitrous oxide that blanket the Earth and trap the sun's heat. The energy sector is the largest emitter of greenhouse gases into the atmosphere, contributing to climate change. In turn, changes in climate can disrupt energy networks themselves, stress infrastructure, and pose safety risks to people. The first step to reduce your energy consumption and emissions is to measure and analyze how much energy your plant uses and where it goes. You can conduct an energy audit to identify the sources of energy waste, such as leaks, losses, inefficiencies, or outdated equipment.Energy conservation prolongs the existence of fossil fuels by limiting energy consumption. The slower non-renewable resources are consumed, the more time is available to develop alternatives to energy solutions. Energy conservation refers to efforts taken to reduce energy consumption in order to preserve resources for the future use and to reduce environmental pollution.
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According to the principle that force is an exchange of "virtual particles", the "graviton" appears only when an object enters the gravitational field, how does it appear? Where is the "graviton" when only isolated matter carries its own gravitational field?
According to the principle that space-time is "curved" by matter, and curved space-time is gravity, is the "graviton" a part of matter? Does it also participate in the bending of space-time? Or is it the bending of space-time that produces the "graviton", and must the graviton also propagate along the geodesic?
a) Space-time is a kinetic "background medium "* that we should consider as a universal energy-momentum form. It can be transferred and exchanged like any other form of energy-momentum, and thus has the ability to change, and to be changed. Any elementary particle possesses an intrinsic spacetime parameter, which is where SR's "Length Contraction and Time Dilation" manifests itself, and why GR matter is able to change spacetime. Any interaction must be transmitted and exchanged through spacetime.
b) Different forms of energy-momentum can cause spacetime "bending", which must reflect the unity of energy-momentum [1]. The only thing that can cause spacetime to bend is spacetime. That is to say, energy-momentum, matter can only rely on its own spacetime to change other spacetime. Therefore, one of the properties that matter carries is the "curved" state of spacetime around it [2].
c) The essence of the "curvature" of spacetime is the unequal change of the components of the four-dimensional spacetime intrinsic metric Δs={Δt,Δx,Δy,Δz}† . This can be expressed as (ds)^2=-(a0*dt)^2+(a1*dx1)^2+(a2*dx2)^2+(a3*dx3)^2, with a0~a3 unequal. Such a definition is concise and physically complete, and is able to unify all spacetime-related concepts under the Minkowski spacetime framework. Consider spacetime as consisting of arbitrarily small-sized elements ΔV, which are of the same size, but in which the metric components Δt,Δx,Δy,Δz can be different. This requires the existence of two different properties of spacetime, an absolute positional coordinate and a relative metric between positions. This is equivalent to giving spacetime the concept of "metric density". Obviously it presents the media role of spacetime in a more vivid way.
d) This kind of definition of curvature can bring many convenient and reasonable explanations:
It guarantees the continuity of the whole spacetime and the global orthogonality of the three-dimensional space; it perfectly matches the "Length Contraction and Time Dilation" effect of SR and the Riemannian spacetime concept of GR✧.
Light does not change spacetime in free space, but participates in energy momentum to change spacetime in curved spacetime. Light changes spacetime in the same way that it is changed, e.g. gravitational redshift [4], violet shift, cosmological redshift, what actually happens is that its spacetime metric {Δt,Δx,Δy,Δz} is changed.
According to GR's causality, and reversibility, the energy-momentum causes the spacetime {Δt,Δx,Δy,Δz} to change, and then the energy implied by spacetime itself should be a function of Δt, and the momentum a function of Δx,Δy,Δz. This is the most direct and final expression, and the only possible choice!
Since the "geodesic" is the shortest path caused by energy-momentum L=∫ds=∫√gμν-dxμ-dxν, it is of course equivalent to the expression of energy-momentum. Therefore, this metric expression of distance has only a nominal meaning. In reality it should be the lowest "metric density" (lowest energy) path.
It is commonly believed that gravity is not a real force [5][6]. Objects move instinctively along geodesics, just as force is not required for inertial motion in free space. This interpretation is not in place††. It is the maintenance of energy-momentum conservation of the interacting system in a changing spacetime metric {Δt,Δx,Δy,Δz} that is the root cause of the "gravitational force" that leads to accelerated motion!
Criterion: What can change spacetime can only be spacetime. To change Δs={Δt,Δx,Δy,Δz}, another Δs'={Δt',Δx',Δy',Δz'} must join it, whether it is carried by a mass or arrives by a gravitational wave [7].
e) If the force is still defined according to the concept of exchanging virtual particles [10], then such a "graviton" does not exist‡. We must find a direct correlation between the so-called exchange of virtual particles and the exchange of energy-momentum. A "graviton "** exists if one considers the smallest unit of spacetime metric change due to the smallest unit of energy-momentum to be a "graviton". It consists only of the smallest spacetime metric {Δt,Δx,Δy,Δz} and must be dispersive. This is unlike any other elementary particle.
f) One of the symmetry manifestations of gravity should be the existence of positive and negative. If the theory has only gravity and no repulsion, then it must be deficient. Even if the repulsive force does not normally exist, a reason for its absence should be given.
g) When an interaction occurs, the energy-momentum involved is strong, the force presented is strong. In contrast to the electromagnetic force, the gravitational force is weak because it is not the main body of energy-momentum, but rather a spatio-temporal concomitant of the energy-momentum of matter, or an " residual " ♬.
Questions
1) How to define the concept of orthogonality of " intrinsic curvature " of spacetime between three spatial dimensions? How to realize its rationality?
(2) In the "curved spacetime", the "geodesic" is the shortest path, is its metric process essentially different from the "Length Contraction and Time Dilation" of SR?
3) Is the "graviton" currently sought by physics a detectable entity with a fixed form?
4) Doesn't it make sense that the positive or negative spacetime metric gradient determines whether an "attractive" or "repulsive" force is generated?
4) Photons are quantized, mass is quantized, and mass-induced "spacetime bending" should certainly be quantized. "Space-time bending" is equivalent to gravity. Doesn't the cause of space-time bending tell us what a "graviton" is? Aren't gravitational waves a collection of gravitons? Why do we have to search for "quantum gravity" through various assumptions,structures that are more fundamental than elementary particles [11]? Why should GR match the quantum framework and not the other way around?
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Notes
* "The main insight of Einstein's general relativity was the change of the role of space and time from a passive 'arena', in which physics takes place, to an active dynamical entity that is shaped by matter and acts back on it; but space-time remained a sharply defined classical object"[9]. However, space-time is not the same as matter in many ways, for example, it is universal, flat free space-time contains no energy-momentum, it can only be modified by the addition of energy, it can change nothing else. g = g0 + h, g0 is background metric (coordinate spacetime), contains no energy-momentum; h is modulation metric (relative spacetime), with energy-momentum. Therefore, it is appropriate to call this view of spacetime an upgraded version of the "Aether" doctrine [3].
Einstein never argues for the spacetime bending premise in GR, but takes Gaussian coordinates directly, which seems to be the only option. In fact, in SR, point-particle states vary equally in each component of the measure, g00 = g11 = g22 = g33, and the other gμν = 0; when there is a scale for the object, it changes only in the direction of motion. In GR the static Schwarzschild spacetime g00, g11, g22, g33 is not 0, and the other gμν = 0. Forcing the other gμν = 0 does not lead to complete failure of GR.
† Expressing spacetime bending in a deformed "3D mesh" animation [14], although more graphically expressing Δs={Δt,Δx,Δy,Δz}, may result in definitional conflicts: can spacetime be locally and infinitely stretched or extruded, resulting in spacetime tearing, or overlapping? Can the bending directions of neighboring spacetimes conflict? Does the endowed bending of spacetime conflict with the external bending of the overall spacetime? How is the orthogonality of the overall 3D spacetime manifested? How do field representations reflect spacetime curvature when other fields are in curved spacetime?
§ As when light passes through a medium with different refractive indices n, resulting in a decrease in the speed of light. This actually reflects the change in spacetime density in the path.
†† We need to focus on why there is motion, not whether there are "forces". An ant and a bee both know the shortest path to their nests, but if the ant loses its legs, it will not be able to return to its nest, and if the bee loses its wings, it will fall free along the geodesic and will not return to its nest.
‡ The essence of exchanging "virtual particles" is to exchange fields; the essence of exchanging fields is to maintain the conservation of energy-momentum; maintaining the conservation of energy-momentum is manifested as "force".
¶ The energy-momentum itself is a function of space-time and manifests itself internally. When energy-momentum is exchanged with the outside world, there must be external motion to balance the exchange. In fact, the relationship between energy-momentum and space-time is reflected in both rest and motion.
** Defined in this way, the essence of the graviton is the minimum spacetime metric. Because the constituents of matter and energy-momentum that lead to the curvature of spacetime are different, the metric of spacetime curvature they lead to is also different. We need to note one thing, energy quantization is derived from the theory of blackbody radiation. It is not correct to generalize that the photon is the smallest energy quantum, it is simply the smallest energy quantum at a particular frequency E=hν. the same is true of the graviton.
♬ Wilczek said, "The apparent feebleness of gravity results from our partiality toward the perspective supplied by matter made from protons and neutrons ." [13]. Concerning the question of the order of magnitude of forces, why don't we first see that different forces are located in different structures, and why don't we analyze them structurally?
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References
[3] Whittaker, E. (1910). A History of the Theories of Aether and Electricity, Courier Dover Publications(1989);
[4] Will, C. M. (2018). Theory and experiment in gravitational physics, Cambridge university press.
[5] Ashtekar said,“Gravity is a manifestation of spacetime geometry”:Ashtekar, A. and E. Bianchi (2021). "A short review of loop quantum gravity." Reports on Progress in Physics 84(4): 042001. “”
[6] Kiefer said,“All manifestations of the gravitational field known so far can be understood from a classical theory—Einstein's theory of general relativity (GR), also called geometrodynamics. It is defined by the Einstein–Hilbert action." Kiefer, C. (2007). Lecture Notes in Physics-Approaches to fundamental physics, Springer. Why quantum gravity?: 123-130.
[7] Abbott, B., S. Jawahar and etl. (2016). "LIGO scientific collaboration and virgo collaboration (2016) gw150914: first results from the search for binary black hole coalescence with Advanced LIGO." PHYSICAL REVIEW D Phys Rev D 93: 122003.
[8] Why Should We Study Quantum Gravity? What Are Prima Facie Questions? Isham, C. J. (1994). Prima facie questions in quantum gravity. Canonical gravity: From classical to quantum, Springer: 1-21.
[9] Kiefer, C. (2007). Lecture Notes in Physics-Approaches to fundamental physics, Springer. Why quantum gravity?: 123-130.
[10] Cowan, G. (2012). "Review of particle physics." Phys. Rev. D 86(010001): 390.
[11] Mielczarek, J. and T. Trześniewski (2018). "Towards the map of quantum gravity." General Relativity and Gravitation 50(6): 68.
[13] Wilczek, F. (2005). "Nobel Lecture: Asymptotic freedom: From paradox to paradigm." Reviews of Modern Physics 77(3): 857.
[14] Schutz, B. (2009). A first course in general relativity. China, Cambridge university press.
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Thank you very much for the extremely informative points.
"As is, always, the case, the interactions follow from the symmetries. It's the discovery of what the symmetries of spacetime are, that determines what are the ways in which matter can affect it." This is a really important issue regarding symmetry, so a separate topic is set up to show this. https://www.researchgate.net/post/Symmetry_Invariance_and_Conservation_1-Who_is_the_Primary
Best Regards, Chian Fan
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Will the use of renewable energy help to manage climate change and difference between energy conversion and energy conservation?
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Dr Claude Alain Roulet thank you for your contribution to the discussion
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What is the role of energy conservation in energy use and differentiate between energy conservation and energy efficiency and energy management?
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Energy conservation refers to efforts taken to reduce energy consumption in order to preserve resources for the future use and to reduce environmental pollution. Energy conservation is a crucial process in that everyone should take part. Making efforts to save energy helps protect the natural environment. It cuts down greenhouse gas emissions, which slows down global warming. It also saves money by reducing electricity usage. Energy conservation is the effort to reduce wasteful energy consumption by using fewer energy services. This can be done by using energy more effectively or changing one's behavior to use less service. Energy conservation is a key part of this goal. A large portion of the world's energy is consumed by industries. Adopting energy-efficient technologies and practices can significantly reduce the energy demand of these industries, leading to more sustainable production patterns. The principle of physics states that the energy of interacting bodies or particles in a closed system remains constant. Kinetic energy, or energy of motion, was the first type of energy to be identified. Conservation of energy, principle of physics according to which the energy of interacting bodies or particles in a closed system remains constant and first kind of energy to be recognized was kinetic energy, or energy of motion. Conservation of energy is an action made to decrease energy consumption by any means. This can be done by using less energy. It is important for saving our natural resources. India's other ambitious reforms include the decision to open the national oil and gas markets and allow private-sector investments in coal mining. These steps are vital from the point of view of energy security and attaining energy efficiency. The total energy of an isolated system is constant. Energy is neither created nor destroyed; it can only be transformed from one form to another or transferred from one system to another.Conservation of energy does not mean saving energy. Instead, the law of conservation of energy says that energy is neither created nor destroyed. When people use energy, it doesn't disappear. Energy changes from one form of energy into another form of energy. The goal with energy conservation techniques is to reduce demand, protect and replenish supplies, develop and use alternative energy sources, and to clean up the damage from the prior energy processes. Energy efficiency means to use less energy to perform the same task. Basically to eliminate energy waste and energy conservation is to not use energy. As, turning lights off in an unused room is energy conservation while switching to more energy efficient lights such as LEDs is energy efficiency. Energy efficiency generally pertains to the technical performance of energy conversion and consuming devices and building materials. Energy conservation generally includes actions to reduce the amount of energy end use. Energy transfer is the movement of energy from one location to another. Energy transformation is the changing of energy from one type of energy to another. Energy conservation means that the total amount of energy always remains the same. Energy conservation is the process of saving energy by reducing energy use and waste, Energy efficiency is the percentage of energy put into a system that does useful work.
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What is the conservation of energy in the environment and role of energy conservation in preventing climate change?
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Energy conservation is any behavior that results in the use of less energy. Since most of the energy we use comes from non-renewable fossil fuels, conservation reduces demand and lessens negative environmental impact. Energy efficient homes and businesses bring us closer to a greener and healthier planet. Reducing your energy usage reduces the demand for fossil fuels and, in turn, lowers the levels of carbon dioxide in the atmosphere. Energy is found on our planet in a variety of forms, some of which are immediately useful to do work, while others require a process of transformation. The sun is the primary energy source in our lives. The various components further include energy, minerals, nutrients, water, oxygen and living organisms. Most of the energy in an ecosystem comes from the Sun. It consists of interdependent and interacting elements of the natural environment in a geographical area. All forms of electricity generation have an environmental impact on our air, water and land, but it varies. Of the total energy consumed in the United States, about 40% is used to generate electricity, making electricity use an important part of each person's environmental footprint. Reducing your energy usage reduces the demand for fossil fuels and, in turn, lowers the levels of carbon dioxide in the atmosphere. Climate change results in heat waves, drought, higher sea level, abnormal weather patterns and a greater likelihood of natural disasters. Energy efficiency delivers a number of environmental benefits. It notably reduces GHG emissions, both direct emissions from fossil fuel combustion or consumption, and indirect emissions reductions from electricity generation. We use a lot of energy in our homes and commercial buildings. In fact, studies show that the energy supply sector accounts for 35% of global emissions, the largest contributor to global greenhouse gas emissions. Energy conservation is a crucial process in that everyone should take part. Making efforts to save energy helps protect the natural environment. It cuts down greenhouse gas emissions, which slows down global warming. It also saves money by reducing electricity usage. Take advantage of no-to-low cost energy-saving tips if you are on a budget or rent, such as adjusting thermostats and turning off lights when space is unoccupied, unplugging electronics when not in use, using ENERGY STAR LED lightbulbs, adjusting window shades to reduce heating and cooling requirements, and installing. India's other ambitious reforms include the decision to open the national oil and gas markets and allow private-sector investments in coal mining. These steps are vital from the point of view of energy security and attaining energy efficiency. Climate change directly affects fuel supply, energy production as well as the physical resilience of current and future energy infrastructure. Heat waves and droughts are already putting existing energy generation under stress, making it even more important to reduce fossil fuel emissions.
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What is the role of energy management in climate change and difference between energy conservation and energy management?
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In fact, around the globe, there is a great need to save energy, which impacts prices, emissions targets, and legislation that affects us all. Not only can energy management help reduce the carbon emissions that contribute to global warming, it also helps reduce our dependence on increasingly limited fossil fuels. There are numerous benefits that come from energy efficiency as it regulates greenhouse gas emissions, which includes direct emission that comes from fossil fuel consumption and combustion. It also reduces all the indirect emissions from electricity generation as well. When fossil fuels (gas, coal, oil) are burned in power plants to produce electricity, greenhouse gas emissions are also produced. By making a commitment to reducing your energy consumption, power plants will need to produce less electricity, thus reducing the amount of fossil fuels burned every day. An energy management system (EMS) is a system of computer-aided tools used by operators of electric utility grids to monitor, control, and optimize the performance of the generation or transmission system. Energy conservation is the act of preserving, guarding or protecting the energy wisely whereas energy management is the process of controlling or dealing with energy related components in the system.Energy transfer is the movement of energy from one location to another. Energy transformation is the changing of energy from one type of energy to another. Energy conservation means that the total amount of energy always remains the same. Energy conservation is incredibly important for several reasons. Along with reducing our reliance on non-renewable energy resources (like fossil fuels), it also helps save you money on energy costs, including utility bills and other energy bills. Energy efficiency means to use less energy to perform the same task. Basically to eliminate energy waste and energy conservation is to not use energy.
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What is the energy security and sustainability strategy and what is energy conservation for sustainable development?
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The account asking this question is a bot churning out hundreds of questions. Best to ignore it.
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What is energy efficiency for climate action and role of energy conservation in preventing climate change?
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Energy efficiency is the use of less energy to perform the same task or produce the same result. Energy-efficient homes and buildings use less energy to heat, cool, and run appliances and electronics, and energy-efficient manufacturing facilities use less energy to produce goods. Energy efficiency delivers a number of environmental benefits. It notably reduces GHG emissions, both direct emissions from fossil fuel combustion or consumption, and indirect emissions reductions from electricity generation. Reducing energy use is essential in the fight against climate change, because traditional power plants burn fossil fuels that release greenhouse gases and contribute to air pollution. Energy-efficient homes and buildings are also better equipped to switch to renewable energy, which does not produce harmful emissions. Energy efficiency generally pertains to the technical performance of energy conversion and consuming devices and building materials. Energy conservation generally includes actions to reduce the amount of energy end use. The many benefits of energy efficiency include: Environmental: Increased efficiency can lower greenhouse gas (GHG) emissions and other pollutants, as well as decrease water use. Economic: Improving energy efficiency can lower individual utility bills, create jobs, and help stabilize electricity prices and volatility. Energy efficiency is critical to solving the climate crisis. In most cases, efficiency measures have proven to be the most cost-effective way to address climate change while reducing energy waste, saving money, and affordably expanding the use of renewable energy resources. Changing our main energy sources to clean and renewable energy is the best way to stop using fossil fuels. These include technologies like solar, wind, wave, tidal and geothermal power. Switch to sustainable transport. Petrol and diesel vehicles, planes and ships use fossil fuels. Energy efficiency means the work done per joule of energy consumed, whereas carbon efficiency is defined as the work done per kilogram of CO2 emitted. Energy efficiency delivers a number of environmental benefits. It notably reduces GHG emissions, both direct emissions from fossil fuel combustion or consumption, and indirect emissions reductions from electricity generation. The energy sector is the largest emitter of greenhouse gases into the atmosphere, contributing to climate change. In turn, changes in climate can disrupt energy networks themselves, stress infrastructure, and pose safety risks to people.Energy efficiency means to use less energy to perform the same task. Basically to eliminate energy waste. Energy conservation is to not use energy. As, turning lights off in an unused room is energy conservation while switching to more energy efficient lights such as LEDs is energy efficiency. Reducing your energy usage reduces the demand for fossil fuels and, in turn, lowers the levels of carbon dioxide in the atmosphere. Climate change results in heat waves, drought, higher sea level, abnormal weather patterns and a greater likelihood of natural disasters. Switch to green power generated from renewable energy sources like solar, wind, and hydropower. You can also consider rooftop solar or other self-supplied green power. Visit EPA's Power Profiler to learn about the air emissions impacts of your locally provided electricity. Energy conservation is a crucial process in that everyone should take part. Making efforts to save energy helps protect the natural environment. It cuts down greenhouse gas emissions, which slows down global warming. It also saves money by reducing electricity usage.
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Gerard Reid (2020) stated about Energy: "The choices and approaches... are governed by the following paradoxes...: 1. The Utility Paradox; 2. The Market Efficiency Paradox; 3. Jevons Paradox; 4. The NIMBY Paradox 5. The Renewable Energy Paradox 6. The Philosophy Paradox. On the other hand, Adam Szymański (2020) showed that the Levelized Cost Of Energy (LCOE) definition is incorrect as it leads to an Economic Paradox. This discussion is intended to launch a scientific debate on these essential energy issues and related technical, socioeconomic, and environmental implications.
Gerard Reid (2020) The Six Energy Paradoxes that slow the sector’s progress. Available on: https://energypost.eu/the-six-energy-paradoxes-that-slow-the-sectors-progress/
Szymański, A. (2020). Levelized cost of energy definition–An economic paradox. The Electricity Journal, 33(7). To be requested on:
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Shyam Lakshmanan Thank you for the insights. You rightly wrote, "EV's are another area of concern. As long as electricity generated is not green (or net zero), it does not address the global warming issue. Furthermore...". This is precisely The Paradox of EVs. Excerpts from: https://www.smartgreenpost.com/2021/10/06/the-paradox-of-electric-cars/ ".. one of the buzzwords if you will, is electric cars. This could be a good start, or just a way of hiding behind a finger, clearing one’s conscience, and perhaps saying that one has done everything possible to avoid the climate disaster we are heading for. For two reasons.
The first is linked to a simple numerical statement: if you want to talk about a plan to tackle climate change, you have to take into account all human activities that cause greenhouse gas emissions: according to the latest estimates (IPCC data: https://www.epa.gov/ghgemissions/global-greenhouse-gas-emissions-data) focusing on cars means, at best, acting on about 8% of global greenhouse gas emissions. Very, very little. At the top of the list, though decidedly against our perception, are agriculture, livestock farming and industrial power generation.
The second reason is linked to the failure to address the choice of electric cars with an integrated and supply chain strategy: it is true that these cars are powered by electricity, but most of this energy is still derived from power plants that are (still) based on coal"....
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What is energy efficiency against climate change and difference between energy conservation and energy efficiency?
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Use of energy efficiency for climate change there are numerous benefits that come from energy efficiency as it regulates greenhouse gas emissions, which includes direct emission that comes from fossil fuel consumption and combustion. It also reduces all the indirect emissions from electricity generation as well. Energy efficiency refers to the ability to achieve the best results in any activity using the least amount of energy resources possible. It allows us to reduce the consumption of a type of energy and with it the possible environmental impacts associated with it, i.e. to fight against climate change. The energy sector is the largest emitter of greenhouse gases into the atmosphere, contributing to climate change. In turn, changes in climate can disrupt energy networks themselves, stress infrastructure, and pose safety risks to people. Read more about greenhouse gas emissions on the Basics of Climate Change.Solar, wind, hydroelectric, biomass, and geothermal power can provide energy without the planet-warming effects of fossil fuels. In any discussion about climate change, renewable energy usually tops the list of changes the world can implement to stave off the worst effects of rising temperatures. Switch to green power generated from renewable energy sources like solar, wind, and hydropower. You can also consider rooftop solar or other self-supplied green power. The Sun provides the primary source of energy driving Earth's climate system, but its variations have played very little role in the climate changes observed in recent decades. The balance between incoming energy from the sun and outgoing energy from Earth ultimately drives our climate. This energy balance is governed by the first law of thermodynamics, also known as the law of conservation of energy. Often ranked as one of the most efficient energy sources, wind energy is harnessed all over the world.
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What are carbon footprint causes and effects and how does energy conservation reduce carbon footprint?
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Carbon footprint is the measure of the amount of carbon emanated into the atmosphere by Human activities. Production of electricity and transportation are some of the major causes of carbon footprint. Carbon footprint left by human activities has a wide spread effect on the environment and is a matter of grave concern. The major contributors to carbon footprints are: food, consumption, transportation, and household energy. Food is a major contributor to carbon footprints, and meat in particular is an issue. Livestock is responsible for a significant amount of greenhouse gas emissions, and beef is one of the biggest contributors. The sheer volume of CO₂ emitted by coal-fired power plants makes the electric power sector the largest source of GHGs in India. The second-largest contributor is the agriculture sector, which produces huge amounts of methane (CH₄) from rice paddies and cattle. A carbon footprint is basically the total amount of greenhouse gas emissions that anything a person, organization, event or product has produced. Greenhouse gases are the gases in the atmosphere that produce the “greenhouse effect” and contribute to global warming and climate change. At present, humans are putting an estimated 9.5 billion metric tons of carbon into the atmosphere each year by burning fossil fuels, and another 1.5 billion through deforestation and other land cover changes. Reducing your energy usage reduces the demand for fossil fuels and, in turn, lowers the levels of carbon dioxide in the atmosphere. Climate change results in heat waves, drought, higher sea level, abnormal weather patterns and a greater likelihood of natural disasters. Energy efficiency delivers a number of environmental benefits. It notably reduces GHG emissions, both direct emissions from fossil fuel combustion or consumption, and indirect emissions reductions from electricity generation. Reducing energy use is essential in the fight against climate change, because traditional power plants burn fossil fuels that release greenhouse gases and contribute to air pollution. Energy-efficient homes and buildings are also better equipped to switch to renewable energy, which does not produce harmful emissions. Renewable energy sources, such as wind and solar, emit little to no greenhouse gases, are readily available and in most cases cheaper than coal, oil or gas. Most of our energy comes from fossil fuels today. When we burn fossil fuels for energy, carbon dioxide is released, leading to accumulation of greenhouse gasses in the atmosphere and climate change. By switching to renewable energy, we can reduce our carbon footprint by up to 2.5 tons annually.
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What is the environmental impact of producing solar panels and how does energy conservation reduce carbon footprint?
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As a renewable source of power, solar energy has an important role in reducing greenhouse gas emissions and mitigating climate change, which is critical to protecting humans, wildlife, and ecosystems. Solar energy can also improve air quality and reduce water use from energy production. When it comes to environmental impact, gathering silicon and glass are both non-issues, as they're abundant and non-toxic. However, the process of mining for those metals creates greenhouse gas emissions and can lead to soil, water and air pollution. Bats and birds are killed every year by wind turbines. Solar panels can take up large chunks of desert previously used by a host of wildlife from pronghorns and tortoises to coyotes and rattlesnakes. Without efficiency and reasonable limits to energy use, solar and wind power only benefit the environment so much. Solar panels typically don't require much maintenance other than periodic cleaning and keeping them free from obstacles that can cast shadows over the panels. Solar panels need an unobstructed path to the sun to operate optimally. Solar panels typically don't require much maintenance other than periodic cleaning and keeping them free from obstacles that can cast shadows over the panels. Solar panels need an unobstructed path to the sun to operate optimally. Solar technologies convert sunlight into electrical energy either through photovoltaic (PV) panels or through mirrors that concentrate solar radiation. This energy can be used to generate electricity or be stored in batteries or thermal storage. Solar energy technologies and power plants do not produce air pollution or greenhouse gases when operating. Using solar energy can have a positive, indirect effect on the environment when solar energy replaces or reduces the use of other energy sources that have larger effects on the environment. You can clean solar panels using a water hose; however, keep the water pressure in mind. Use a nozzle to control the pressure of the water. While using water to clean the panel, it is essential to check the temperature of the water. The difference between the temperature of solar panels and water should not be more. The maximum amount of electricity the system can produce under ideal conditions (known as 'peak sun'). Sometimes called 'rated capacity' or 'rated output', this is taken to be 1,000 watts (or 1 kW) of sunlight for every square metre of panel. Most domestic solar panel systems have a capacity of between 1 kW and 4 kW. Solar panels work by converting light into electricity. If there is dirt on the surface of the solar panel, it can reduce how much light is absorbed by that area, reducing efficiency. Cleaning solar panels reduce dust, debris, and other contaminants such as leaves and bugs, which could further reduce efficiency.
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I have a question regarding energy momentum tensor.
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The energy-momentum tensor is given by the RHS of Einstein’s equations and a check is provided by the property that it is covariantly conserved. If it’s not, then there’s an error in the calculations. These are standard exercises.
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God said, "Let there be light."
So, did God need to use many means when He created light? Physically we have to ask, "Should all processes of light generation obey the same equation?" "Is this equation the 'God equation'?"
Regarding the types of "light sources", we categorize them according to "how the light is emitted" (the way it is emitted):
Type 0 - naturally existing light. This philosophical assumption is important. It is important because it is impossible to determine whether it is more essential that all light is produced by matter, or that all light exists naturally and is transformed into matter. Moreover, naturally existing light can provide us with an absolute spacetime background (free light has a constant speed of light, independent of the motion of the light source and independent of the observer, which is equivalent to an absolute reference system).
Type I - Orbital Electron Transition[1]: usually determines the characteristic spectra of the elements in the periodic table, they are the "fingerprints" of the elements; if there is human intervention, coherent optical lasers can be generated. According to the assumptions of Bohr's orbital theory, the transitions are instantaneous, there is no process, and no time is required*. Therefore, it also cannot be described using specific differential equations, but only by probabilities. However, Schrödinger believed that the wave equation could give a reasonable explanation, and that the transition was no longer an instantaneous process, but a transitional one. The wave function transitions from one stable state to another, with a "superposition of states" in between [2].
Type II - Accelerated motion of charged particles emitting light. There are various scenarios here, and it should be emphasized that theoretically they can produce light of any wavelength, infinitely short to infinitely long, and they are all photons. 1) Blackbody radiation [3][4]: produced by the thermal motion of charged particles [5], is closely dependent on the temperature, and has a continuous spectrum in terms of statistical properties. This is the most ubiquitous class of light sources, ranging from stars like the Sun to the cosmic microwave background radiation [6], all of which have the same properties. 2) Radio: the most ubiquitous example of this is the electromagnetic waves radiated from antennas of devices such as wireless broadcasting, wireless communications, and radar. 3)Synchrotron radiation[7],e+e− → e+e−γ;the electromagnetic radiation emitted when charged particles travel in curved paths. 4)bremsstrahlung[8],for example, e+e− → qqg → 3 jets[11];electromagnetic radiation produced by the acceleration or especially the deceleration of a charged particle after passing through the electric and magnetic fields of a nucleus,continuous spectrum. 5)Cherenkov Radiation[9]:light produced by charged particles when they pass through an optically transparent medium at speeds greater than the speed of light in that medium.
Type III:Partical reactions、Nuclear reactions:Any physical reaction process that produces photon (boson**) output. 1)the Gamma Decay;2)Annihilation of particles and antiparticles when they meet[10]: this is a universal property of symmetric particles, the most typical physical reaction;3)Various concomitant light, such as during particle collisions;4)Transformational light output when light interacts with matter, such as Compton scattering[12].
Type IV: Various redshifts and violet shifts, changing the relative energies of light: gravitational redshift and violet shift, Doppler shift; cosmological redshift.
Type V: Virtual Photon[13][14]?
Our questions are:
Among these types of light-emitting modes, type II and type IV light-emitting obey Maxwell's equation, and the type I and type III light-emitting processes are not clearly explained.
We can not know the light-emitting process, but we can be sure that the result, the final output of photons, is the same. Can we be sure that it is a different process that produces the same photons?
Is the thing that is capable of producing light, itself light? Or at least contains elements of light, e.g., an electric field E, a magnetic field H. If there aren't any elements of light in it, then how was it created? By what means was one energy, momentum, converted into another energy hν, momentum h/λ?
There is a view that "Virtual particles are indeed real particles. Quantum theory predicts that every particle spends some time as a combination of other particles in all possible ways"[15]. What then are the actual things that can fulfill this interpretation? Can it only be energy-momentum?
We believe everything needs to be described by mathematical equations (not made-up operators). If the output of a system is the same, then the process that bridges the output should also be the same. That is, the output equations for light are the same, whether it is a transition, an accelerated moving charged particle, or an annihilation process, the difference is only in the input.
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* Schrödinger said:the theory was silent about the period s of transition or 'quantum jumps' (as one then began to call them). Since intermediary states had to remain disallowed, one could not but regard the transition as instantaneous; but on the other hand, the radiating of a coherent wave train of 3 or 4 feet length, as it can be observed in an interferometer, would use up just about the average interval between two transitions, leaving the atom no time to 'be' in those stationary states, the only ones of which the theory gave a description.
** We know the most about photons, but not so much about the nature of W, Z, and g. Their mass and confined existence is a problem. We hope to be able to discuss this in a follow-up issue.
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Links to related issues:
【1】"How does light know its speed and maintain that speed?”;
【2】"How do light and particles know that they are choosing the shortest path?”
【3】"light is always propagated with a definite velocity c which is independent of the state of motion of the emitting body.";
【4】“Are annihilation and pair production mutually inverse processes?”; https://www.researchgate.net/post/NO8_Are_annihilation_and_pair_production_mutually_inverse_processes;
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Reference:
[1] Bohr, N. (1913). "On the constitution of atoms and molecules." The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science 26(151): 1-25.
[2] Schrödinger, E. (1952). "Are there quantum jumps? Part I." The British Journal for the Philosophy of science 3.10 (1952): 109-123.
[3] Gearhart, C. A. (2002). "Planck, the Quantum, and the Historians." Physics in perspective 4(2): 170-215.
[4] Jain, P. and L. Sharma (1998). "The Physics of blackbody radiation: A review." Journal of Applied Science in Southern Africa 4: 80-101. 【GR@Pushpendra K. Jain】
[5] Arons, A. B. and M. Peppard (1965). "Einstein's Proposal of the Photon Concept—a Translation of the Annalen der Physik Paper of 1905." American Journal of Physics 33(5): 367-374.
[6] PROGRAM, P. "PLANCK PROGRAM."
[8] 韧致辐射;
[9] Neutrino detection by Cherenkov radiation:" Super-Kamiokande(超级神冈)." from https://www-sk.icrr.u-tokyo.ac.jp/en/sk/about/. 江门中微子实验 "The Jiangmen Underground Neutrino Observatory (JUNO)." from http://juno.ihep.cas.cn/.
[10] Li, B. A. and C. N. Yang (1989). "CY Chao, Pair creation and Pair Annihilation." International Journal of Modern Physics A 4(17): 4325-4335.
[11] Schmitz, W. (2019). Particles, Fields and Forces, Springer.
[12] Compton, A. H. (1923). "The Spectrum of Scattered X-Rays." Physical Review 22(5): 409-413.
[13] Manoukian, E. B. (2020). Transition Amplitudes and the Meaning of Virtual Particles. 100 Years of Fundamental Theoretical Physics in the Palm of Your Hand: Integrated Technical Treatment. E. B. Manoukian. Cham, Springer International Publishing: 169-175.
[14] Jaeger, G. (2021). "Exchange Forces in Particle Physics." Foundations of Physics 51(1): 13.
[15] Are virtual particles really constantly popping in and out of existence? Or are they merely a mathematical bookkeeping device for quantum mechanics? - Scientific American.
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I believe it may be possible with something like a complex matrix based equation with a vast amount of output data to generally cover a wide range of processes related to light, but generally no. As @Javad Fardaei said their are inherent blockers to answering this question in a logical way. It is still a valid question, but I believe the answer would simply be no.
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In energy conservation situations where the transient probability is additive, irrational numbers such as 2^1/2 have no place.
However, especially in QM as I understood it, the probability amplitude is multiplicative rather than additive.
The question is why in particular is 2^1/2 so important in QM?
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Many people may think that an irrational such as 2^1/2 is mathematical, not physical, and has no direct connection to quantum mechanics (QM).
On the other hand, we guess that's a great question even though no one really knows the exact answer.
We offer the following:
For the interpretation of probabilities in QM to make sense, the wave function Ψ must satisfy certain conditions.
An extremely important and yet rarely mentioned condition is,
Ψ squared = Ψ* squared=Ψ.Ψ* must always be positive and real.
This is the required answer.
Matrix transition chains B (solving the heat diffusion/conduction equation as a function of time) suggests finding an adequate alternative complex transition matrix (satisfying this condition) to solve the Schrödinger equation as a function of time.
what is quite striking is that 2^1/2 should appear explicitly and be expressed numerically as 1.142... in order to construct the required complex transition matrix.
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Regarding the importance of using Metals (single atom, nanoclusters) as an active sites on a support (Metal Oxides, Metal sulfides, etc.) for enhancing the photocatalytic chemical reaction (H2 evolution / Water splitting/ CO2 reduction), which active sites will be good ; Metal single atom or Metal Nanoclusters or Mixture of them?
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Metal single atoms and metal nanoclusters (nanoparticles) play different roles. Metal atoms can be used primarily for surface or bulk doping of a semiconductor photocatalyst. Clusters and metal nanoparticles often act as electrocatalytic sites on the photocatalyst surface. A mixture of them is appropriate if it is necessary to simultaneously increase the concentration of electron donor centers in the band gap of a semiconductor photocatalyst and increase the efficiency of the involvement of photogenerated electrons and holes in surface chemical (electrochemical) reactions.
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We assume that any N-dimensional space can have an (N-1)-dimensional "boundary". However, if the boundary is limited to points, lines, and surfaces, and not to bodies, then three-dimensional space will be the maximum spatial dimension that satisfies this condition. What is the mathematical concept involved here?
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The comment to
“…II:“And, in this case finally: in physics there exist fundamental parameter of practically everything – “energy”, which at least till now doesn’t exist in mathematics…”
Cheers
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It is commonly believed that the concept of electron spin was first introduced by A.H. Compton (1920) when he studied magnetism. "May I then conclude that the electron itself, spinning like a tiny gyroscope, is probably the ultimate magnetic particle?"[1][2]; Uhlenbeck and Goudsmit (1926) thought so too [4], but did not know it at the time of their first paper (1925) [3]. However, Thomas (1927) considered Abraham (1903) as the first to propose the concept of spinning electron [5]. Compton did not mention Abraham in his paper "The magnetic electron" [2], probably because Abraham did not talk about the relationship between spin and magnetism [0]. In fact, it is Abraham's spin calculations that Uhlenbeck cites in his paper [4].
Gerlach, W. and O. Stern (1921-1922) did the famous experiment* on the existence of spin magnetic moments of electrons (even though this was not realized at the time [6]) and published several articles on it [7].
Pauli (1925) proposed the existence of a possible " two-valuedness " property of the electron [8], implying the spin property; Kronig (1925) proposed the concept of the spin of the electron to explain the magnetic moment before Uhlenbeck, G. E. and S. Goudsmit, which was strongly rejected by Pauli [9]. Uhlenbeck, G. E. and S. Goudsmit (1925) formally proposed the concept of spin[3], and after the English version was published[4], Kronig (1926), under the same title and in the same journals, questioned whether the speed of rotation of an electron with internal structure is superluminal**[10]. Later came the Thomas paper giving a beautiful explanation of the factor of 2 for spin-orbit coupling[11]. Since then, physics has considered spin as an intrinsic property that can be used to explain the anomalous Seeman effect.
The current state of physics is in many ways the situation: "When we do something in physics, after a while, there is a tendency to forget the overall meaning of what we are working on. The long range perspective fades into the background, and we may become blind to important a priori questions."[11]. With this in mind, C. N. Yang briefly reviewed how spin became a part of physics. For spin, he summarized several important issues: The concept of spin is both an intriguing and extremely difficult one. Fundamentally it is related to three aspects of physics. The first is the classical concept of rotation; the second is the quantization of angular momentum; the third is special relativity. All of these played essential roles in the early understanding of the concept of spin, but that was not so clearly appreciated at the time [11].
Speaking about the understanding of spin, Thomas said [5]: "I think we must look towards the general relativity theory for an adequate solution of the problem of the "structure of the electron" ; if indeed this phrase has any meaning at all and if it can be possible to do more than to say how an electron behaves in an external field. Yang said too: "And most important, we do not yet have a general relativistic theory of the spinning electron. I for one suspect that the spin and general relativity are deeply entangled in a subtle way that we do not now understand [11]. I believe that all unified theories must take this into account.
What exactly is spin, F. J. Belinfante argued that it is a circular energy flow [12][15] and that spin is related to the structure of the internal wave field of the electron. A comparison between calculations of angular momentum in the Dirac and electromagnetic fields shows that the spin of the electron is entirely analogous to the angular momentum carried by a classical circularly polarized wave [13]. The electron is a photon with toroidal topology [16]. At the earliest, A. Lorentz also used to think so based on experimental analysis. etc.
Our questions are:
1) Is the spin of an electron really spin? If spin has classical meaning, what should be rotating and obeying the Special Relativity?
2) What should be the structure of the electron that can cause spin quantization and can be not proportional to charge and mass?
3) If spin must be associated with General Relativity, must we consider the relationship between the energy flow of the spin and the gravitational field energy?
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* It is an unexpectedly interesting story about how their experimental results were found. See the literature [17].
** Such a situation occurs many times in the history of physics, where the questioned and doubted papers are published in the same journal under the same title. For example, the debate between Einstein and Bohr, the EPR papers [18] and [19], the debate between Wilson and Saha on magnetic monopoles [20] and [21], etc.
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Reference:
[0] Abraham, M. (1902). "Principles of the Dynamics of the Electron (Translated by D. H. Delphenich)." Physikalische Zeitschrift 4(1b): 57-62.
[1] Compton, A. H. and O. Rognley (1920). "Is the Atom the Ultimate Magnetic Particle?" Physical Review 16(5): 464-476.
[2] Compton, A. H. (1921). "The magnetic electron." Journal of the Franklin Institute 192(2): 145-155.
[3] Uhlenbeck, G. E., and Samuel Goudsmit. (1925). "Ersetzung der Hypothese vom unmechanischen Zwang durch eine Forderung bezüglich des inneren Verhaltens jedes einzelnen Elektrons." Die Naturwissenschaften 13.47 (1925): 953-954.
[4] Uhlenbeck, G. E. and S. Goudsmit (1926). "Spinning Electrons and the Structure of Spectra." Nature 117(2938): 264-265.
[5] Thomas, L. H. (1927). "The kinematics of an electron with an axis." The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science 3(13): 1-22.
[6] Schmidt-Böcking, H., L. Schmidt, H. J. Lüdde, W. Trageser, A. Templeton and T. Sauer (2016). "The Stern-Gerlach experiment revisited." The European Physical Journal H 41(4): 327-364.
[7] Gerlach, W. and O. Stern. (1922). "Der experimentelle Nachweis der Richtungsquantelung im Magnetfeld. " Zeitschrift f¨ur Physik 9: 349-352.
[8] Pauli, W. (1925). "Über den Einfluß der Geschwindigkeitsabhängigkeit der Elektronenmasse auf den Zeemaneffekt." Zeitschrift für Physik 31(1): 373-385.
[9] Stöhr, J. and H. C. Siegmann (2006). "Magnetism"(磁学), 高等教育出版社.
[10] Kronig, R. D. L. (1926). "Spinning Electrons and the Structure of Spectra." Nature 117(2946): 550-550.
[11] Yang, C. N. (1983). "The spin". AIP Conference Proceedings, American Institute of Physics.
[12] Belinfante, F. J. (1940). "On the current and the density of the electric charge, the energy, the linear momentum and the angular momentum of arbitrary fields." Physica 7(5): 449-474.
[13] Ohanian, H. C. (1986). "What is spin?" American Journal of Physics 54(6): 500-505. 电子的自旋与内部波场结构有关。
[14] Parson, A. L. (1915). Smithsonian Misc. Collections.
[15] Pavšič, M., E. Recami, W. A. Rodrigues, G. D. Maccarrone, F. Raciti and G. Salesi (1993). "Spin and electron structure." Physics Letters B 318(3): 481-488.
[16] Williamson, J. and M. Van der Mark (1997). Is the electron a photon with toroidal topology. Annales de la Fondation Louis de Broglie, Fondation Louis de Broglie.
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[17] Friedrich, B. and D. Herschbach (2003). "Stern and Gerlach: How a bad cigar helped reorient atomic physics." Physics Today 56(12): 53-59.
[18] Bohr, N. (1935). "Can quantum-mechanical description of physical reality be considered complete?" Physical review 48(8): 696.
[19] Einstein, A., B. Podolsky and N. Rosen (1935). "Can quantum-mechanical description of physical reality be considered complete?" Physical review 47(10): 777.
[20] Wilson, H. (1949). "Note on Dirac's theory of magnetic poles." Physical Review 75(2): 309.
[21] Saha, M. (1949). "Note on Dirac's theory of magnetic poles." Physical Review 75(12): 1968.
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You are most welcome, Prof. Chian Fan
In Theoretical Solid State Physics are the so called noncentrosymmetric crystals, for them spin is not anymore a good quantum number, and a new term is introduce: Helicity.
Therefore your question is relevant.
Kind Regards.
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Are annihilation and pair production mutually inverse processes?
p+p− → γ γ'
“Annihilation can happen when all the quantum numbers of two colliding particles add up to zero. It might be electron on positron, proton on antiproton, neutron on antineutron, quark on antiquark etc. The force responsible depends on the possible interactions of the annihilating particles.” “Annihilation does not require the presence of other fields.”[x]
“In particular, one concludes that the two photons resulting from the annihilation of slow positrons in matter always have their planes of polarization perpendicular to each other. This has been pointed out by Wheeler who also proposed a possible experimental verification.”[2]
γ γ' →p+p−
It is often assumed that the concept of pair generation was first introduced by Breit and Wheeler, ω1+ω2→e+e-; however, in their paper [1], "pair generation" appears as an old term and cites the paper by Weizsäcker, CF, Z (1934), and Williams' formula。
Perrin (1933) (in French) was probably the first to introduce the concept of 'pair production'. He had a paper entitled "The possibility of materialization by the interaction of photons and electrons."
Regarding pair production: 1)At first sight light-light scattering seems to be impossible because in classical electrodynamics (linear Maxwell equations) the process does not occur. The resulting wave is everywhere given by the sum of the two incoming waves. 2)In quantum mechanics however the situation is quite different. Due to the uncertainty principle a photon of energy E can fluctuate into states of charged particle pairs (with mass mpair.)Experimentally it is very difficult to collide high energy photon beams. A very elegant way of avoiding this difficulty is again to use virtual particles, this time the quantum fluctuation of an electron into an electron photon state.[3]
The identification of pairs is usually a result of statistical findings[4][5][7][8][9]. e.g.
The identification of γ γ → pp events is mainly based on three artificial neural networks, used to separate antiprotons from e−, µ− and h−, where h− represents either a π− or K−[4]
QCD predictions for large-momentum transfer cross sections of the type ‘γγ→ BB' are given, for B and B' any members of the baryon octet or decuplet, and all possible helicity combinations for photons and baryons[8].
An electron enters the laser beam from the left, and collides with a laser photon to produce a high-energy gamma ray. The electron is deflected downwards. The gamma ray then collides with four or more laser photons to produce an electron-positron pair [9].
My questions:
1) The process of "pair production" and the process of annihilation of positive and negative particles are not mutually invertible. Just as the mass-energy equation is not reciprocal (E=mc^2, which is irreversible for photons), p+p- → γ γ' and γ γ' → p+p- are not γ γ' = p+p-. This is one of the differences between the mathematical equations and the physical equations.
(2) The process of "annihilation" does not require special conditions, while the process of " pair production" must require auxiliary conditions, the presence of other particles being necessary. What is the essential function of these auxiliary conditions? What are the conditions under which photons can "collide" and not just interfere?
3) Is the process of "pair production" one or two processes? Must the " pair of particles" be produced in pairs at the same time, or with equal probability for positive and negative particles? Or is it both. The literature [6] describes pairs of positive and negative particles as being produced simultaneously. This question is very important because it determines the mechanism of the "photon-particle" transition and even their structure.
(4) The colliding positive and negative particles do not necessarily annihilate into photons, but essentially depend on whether the magnitude of the energy reaches the energy value of a certain particle, e+e-→µ+µ-. Here is the root of the problem of the level difference of the three generations of particles implied, just as the energy level difference of orbiting electrons. Can quantum field theory give a concrete, or directional, explanation?
5) Where do the properties of the original positive and negative particles go after annihilation occurs? Charge, spin-magnetic moment, mass, and the spacetime field of the elementary particle. Can the origin of the properties be inferred from this? That is, if the properties are somehow conserved, then by reversibility, do the annihilated photons imply all the properties of the elementary particles. The total charge is conserved after the annihilation of the positive and negative electrons. But where does the positive charge go and where does the negative charge go? The following issues are involved here: https://www.researchgate.net/post/How_Fermions_combine_four_properties_in_one
[1]【Breit, G. and J. A. Wheeler (1934). "Collision of two light quanta." Physical Review 46(12): 1087】
[2]【Yang, C.-N. (1950). "Selection rules for the dematerialization of a particle into two photons." Physical Review 77(2): 242】
[3]【Berger, C. and W. Wagner (1987). "Photon photon reactions." Physics Reports 146(1-2): 1-134】
[4]【Achard, P., O. Adriani, M. Aguilar-Benitez and etl. (2003). "Proton–antiproton pair production in two-photon collisions at LEP." Physics Letters B 571(1-2): 11-20】
[5]【de Jeneret, J., V. Lemaitre, Y. Liu, S. Ovyn, T. Pierzchala, K. Piotrzkowski, X. Rouby, N. Schul and M. V. Donckt (2009). "High energy photon interactions at the LHC." arXiv preprint arXiv:0908.2020.】
[6]【Michaud, A. (2013). "The Mechanics of Electron-Positron Pair Creation in the 3-Spaces Model." International Journal of Engineering Research and Development 6: 2278-2800】* Researchgate Link:
Minimum mass issues are involved here:
[7]【Klein, S. R. and P. Steinberg (2020). "Photonuclear and two-photon interactions at high-energy nuclear colliders." Annual Review of Nuclear and Particle Science 70: 323-354.】
[8]【Farrar, G. R., E. Maina and F. Neri (1985). "QCD Predictions for γγ Annihilation to Baryons." Nuclear Physics B 259(4): 702-720】
[9]【SLAC. (1970). "SLAC Experiment E144 Home Page." from https://www.slac.stanford.edu/exp/e144/.】
【Burke, D. L., R. C. Field, G. Horton-Smith, J. E. Spencer, D. Walz, S. C. Berridge, W. M. Bugg, K. Shmakov, A. W. Weidemann, C. Bula, K. T. McDonald, E. J. Prebys, C. Bamber, S. J. Boege, T. Koffas, T. Kotseroglou, A. C. Melissinos, D. D. Meyerhofer, D. A. Reis and W. Ragg (1997). "Positron Production in Multiphoton Light-by-Light Scattering." Physical Review Letters 79(9): 1626-1629】
【Schwarzschild, B. (1998). "Gamma Rays Create Matter Just by Plowing into Laser Light." Physics Today 51(2): 17-18】
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2023-06-25
For the "pair production" experiment, the 2021 STAR Collaboration collectively published a paper "Measurement of e+ e- momentum and angular distributions from linearly polarized photon collisions" [4].
"At RHIC, scientists accelerate gold ions to 99.995% of the speed of light in two accelerator rings. If the speed is high enough, the strength of the circular magnetic field can be equal to the strength of the perpendicular electric field," Xu said. perpendicular electric and magnetic fields of equal strength is exactly what a photon is-a quantized "particle "So, when the ions are moving close to the speed of light, there are a bunch of photons surrounding the gold nucleus. As the ions pass one another without colliding, two photons (γ) from the electromagnetic cloud surrounding the ions can interact with each other to create a matter-antimatter pair: an electron (e-) and positron (e+) [5]. [The headline of the media report is more interesting [5][6][7]]
The history of the discovery of the physics of particle production and annihilation is presented in paper [1]; paper [3] is an analysis of the experimental phenomena by Anderson, the discoverer of positrons, in which four possibilities are proposed for each result, "pair production" being one of them. He finally determined that "pair production" was the real case. The results provided by André Michaud [9] should be similar [see his replies for details].
Comparing the STAR experiment [5] and the E114 experimental method [8], they produce photon "collisions" in a very different way. These two experiments are in turn different from experiments [2] and [3]. It is commonly believed that there are three possible interactions [4]: the collisions of two virtual photons (as calculated by Landau and Lifshitz, giving the total cross section for e+e- production predominantly at the pair threshold), of one virtual and one real photon (Bethe-Heitler process ), or of two real photons-the Breit-Wheeler process.
Question: Yang[1] and Andeson considered that Chao [2] and Anderson [3] are both electron pair generation processes, so is this a "photon-photon" collision "γγ → e+e- " process? If so, are the photons real or virtual, and what is the difference between them and the experiments [4][8]? If not, then there are no "photon-photon" collisions in the experiments of Chao [2] and Anderson [3], but only "photon-particle" collisions?
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Reference:
[1] Li, B. A. and C. N. Yang (1989). "CY Chao, Pair creation and Pair Annihilation." International Journal of Modern Physics A 4(17): 4325-4335.
[2] Chao, C.-Y. (1930). "The absorption coefficient of hard γ-rays." Proceedings of the National Academy of Sciences 16(6): 431-433.
[3] Anderson, C. D. (1932). "The apparent existence of easily deflectable positives." Science 76(1967): 238-239.
[4] Adam, J., L. Adamczyk and etl. (2021). "Measurement of e+ e− momentum and angular distributions from linearly polarized photon collisions." Physical Review Letters 127(5): 052302:
[5] "Collisions of Light Produce Matter/Antimatter from Pure Energy": https://www.bnl.gov/newsroom/news.php?a=119023
[7] "Scientists Generate Matter Directly From Light – Physics Phenomena Predicted More Than 80 Years Ago": https://scitechdaily.com/scientists-generate-matter-directly-from-light-physics-phenomena-predicted-more-than-80-years-ago/?expand_article=1
[8] SLAC. (1970). "SLAC Experiment E144 Home Page." from https://www.slac.stanford.edu/exp/e144/.
[9] the FERMILAB experiment E632 bubble chamber picture;
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I certainly hope the double tracks are simultaneous, because it looks so beautiful.
However, it is also necessary to do further verification as an adequate scientific study. I think this is your point as well. We look forward to more experimental analyses.
Best Regards, Chian Fan
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The Green training increases the knowledge, skills and competencies of the employees to achieve the environmental goals, and equips employees with working approaches that ensure adequate resource utilisation, reduce waste, energy conservation, and environmental degradation cause reduction, and encourag them to adopt sustainable practices.
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Although it has become in fact, a fancy word today one should realize that it is WE who brought us to this stage. Presume for a while that Covid - 19 did not happen - Do you think we would be talking 'Green' - No, I am sure. Covid-19 has been a slap on humanity the way that we are going about least bothering about the sustenance capacity of 'Environment (LAND/AIR & WATER) - take the first letter of these principal domains you get 'LAW' saying that I have my own natural laws governing my appetite and please avoid burdening me with more. No we didn't. Even now, what are we trying to address - Carbon dioxide when we know that carbon dioxide emitted into the atmosphere does not remain in the same state but undergoes change due to several factors. We need to first try to understand 'Atmospheric Chemistry' properly before we attempt any solution to various environmental issues we have created. Despite the stress on green thinking, the ATTITUDE of the people has not changed for better.
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Dear all,
I am simulationg a CNT in water using Dissipative Particle Dynamics with energy conservation. I can find most of the parameters for Carbon (like repusion parameter...)from the related DPD papers, but I could not find any work done on CNT using eDPD. Does any one know of a work that has been done on CNT using eDPD package? I am looking for the thermal cutoff of carbon.
If not, Does any one know how to calculate that parameter?
Best Regards,
Delaram
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Dear friend Delaram Nematollahi
Please contact you librarian.
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How does light know its speed and maintain that speed?
The energy of light is E=hf, and the momentum is P=h/λ. The energy of light excites the momentum of light; the momentum of light carries the energy of light as it travels. If we observe from the perspective of momentum conservation, as long as the initial speed of light is c, it will always maintain this speed c in free space. but it is not that light knows this speed, it's that we know this speed.
If light does not cooperate with space-time (i.e., space-time is not involved in the control of the speed of light), how can it control itself to travel a wavelength of distance forward per unit time? And maintain the same speed in different inertial systems (with different spacetime measures)?
If spacetime is involved in the control of the speed of light, does the definition of energy-momentum of light have the supremacy?
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Your description of the “experiment” rely on classic physics/phenomenological physics. If the purpose of the experiment is to show that space must contain an enormous amount of energy, your conclusion is 100% correct.
However, if I translate your experiment into Parmenides’ concept, the underlying reality that “creates” your experiment has a spatial structure. But the concentration of energy in phenomenological reality means that every unit of the structure don’t collapse under influence of local concentrations of energy. Even if the local concentration of energy is the largest black hole in the universe. Thus the consequence is that the energy of every unit of the structure of discrete space – Parmenides’ concept – is infinite. But because energy is (the power to create) geometrical change it is better to state that the resistance against topological deformation of every unit of the structure is infinite (because the resistant against deformation is squared).
However, energy isn’t positive or negative. That are added qualifications that are only true from a certain point of view. For example, if I want to describe the topological deformation of a body with invariant volume, a push from 1 side that deforms the surface area, will result in a corresponding “pop up” of the same amount of volume that was pushed away at the other side (because the volume is invariant). If I have to describe the deformation I have to choose how to describe the input deformation and the corresponding output deformation of the invariant volume. I can use the qualification positive and negative – or conversely – but it is just a choice to facilitate reliable calculations.
Try to imagine Parmenides’ concept of an underlying reality that is an enormous invariant volume that has a structure and every unit of the structure has identical basic dynamical properties. Every unit has the same “power” to change its variable properties thus it is obvious that every unit changes in a quantized way. Because the change of the shapes of all the units must be synchronized. In line with the existence of the universal conservation laws in physics (energy and momentum).
The consequence is that at the moment “NOW” every unit of the structure of the universe transfers the same amount of topological deformation (Planck’s constant). It doesn’t matter if it is a unit somewhere in a void between the galaxies or a unit in the centre of our sun or even a black hole. Every unit transfers 1 fixed amount of topological deformation. Anyway, in physics we don’t talk about the structure of the universe, we talk about the structure of the electromagnetic field. But that’s the same because the flat Higgs field is the so called “vector space” in QM (mediating the vectors of the magnetic field and the vectors of the gravitational field).
In other words, our concept of the nature of energy in physics is a bit limited. We like to use the classical/phenomenological way of reasoning but that has limitations (the result is a lasting stagnation in theoretical physics).
Nevertheless, your conclusion is correct.
With kind regards, Sydney
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Energy Conservation Measure (ECM) analysis is a process that involves identifying and evaluating potential opportunities for reducing energy consumption in a building or facility. The objective of ECM analysis is to identify cost-effective solutions for reducing energy consumption, improving energy efficiency, and reducing greenhouse gas emissions.
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There are several analysis tools and software available that can be useful for performing energy conservation measure (ECM) analysis. Here are some of the most commonly used ones:
  1. Energy modeling software: Energy modeling software such as EnergyPlus, eQUEST, and DesignBuilder are commonly used for building energy simulations. These software tools allow you to model the energy performance of a building under various scenarios, including the impact of different ECMs.
  2. Data analytics software: Data analytics software such as Tableau, Microsoft Power BI, and SAS can be useful for analyzing energy data and identifying patterns and trends in energy consumption. This information can then be used to identify potential ECMs.
  3. Measurement and verification (M&V) software: M&V software such as eSight, EnergyCAP, and UtilityModule can be used to track and monitor energy consumption over time. This information can be used to evaluate the effectiveness of ECMs and identify areas for further improvement.
  4. Energy audit software: Energy audit software such as RETScreen, Energy Audit Tool (EAT), and Energy Grader can be useful for identifying potential energy savings opportunities in buildings and facilities. These software tools provide a systematic approach to energy audits and help identify low-cost and no-cost ECMs.
  5. Financial analysis software: Financial analysis software such as RETScreen, HOMER Energy, and LBNL's Cost Effectiveness Tool can be used to evaluate the economic feasibility of ECMs. These software tools can help determine the payback period, internal rate of return, and net present value of different ECMs.
The choice of which analysis tool or software to use depends on the specific needs and requirements of the ECM analysis. It's recommended to consult with an experienced energy professional to determine the most appropriate tools and methods for your specific project.
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We have shown that the Lorentz transformation diverges to infinite energy at zero volume approaching a relative velocity of c. In the limit of small velocities the Lorentz transformation gives a three times higher field energy increase than the kinetic energy equation. The Galilean transformation does not transform field energy or volume if the relativistic invariant field transformations are considered. The Euclidean transformation allows a description of kinetic energy as a pure relativistic effect of increasing experienced volume. In the limit of small velocities the Euclidean relativity transforms field energy in the same relation as the kinetic energy equation.
Is the invariance of energy density a necessary rule in physics and the violation of this rule a reason to refute Lorentz transformation?
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Dear Jörn Schliewe,
Thank you for your insightful comments and questions. We appreciate the opportunity to engage in a detailed discussion on this topic. To address your concerns and provide a comprehensive response, we would like to focus on the discrepancy highlighted by Stefano Quattrini and the possible physical implications of this gap.
The difference between the Lorentz transformation and the field transformations for energy density can indeed be attributed to the term vx/c^2, which Stefano Quattrini referred to as a "fake time." This term emerges from the Lorentz transformation when applied to fields, and it represents a sort of mixing between space and time coordinates due to the relative motion of the two reference frames. In a sense, it can be seen as an artifact of the Lorentz transformation, which could lead to an inconsistency in the energy density conservation.
Regarding the Euclidean rotation and the group velocity, it is true that these concepts offer a more straightforward and intuitive explanation for the observed behavior of moving quantum particles. However, it is essential to consider the broader context of relativistic physics and the many successful predictions and experimental confirmations of the Lorentz transformation and the theory of special relativity.
One possible route to investigate the energy density conservation issue is to analyze the transformation properties of different field components and their interplay. This could help us understand how the Lorentz transformation and the field transformations might need to be modified or reconciled to maintain energy density conservation. Alternatively, it might lead us to reconsider our assumptions about the underlying physics or explore new theoretical frameworks that provide a more consistent description of the phenomenon.
Regarding the connection between Lorentz transformations and Möbius transformations for spacetime, it is important to note that Möbius transformations are conformal transformations that preserve angles but not necessarily lengths or areas. While the Lorentz transformation and the Möbius transformation share some similarities, it is not immediately clear how the latter could be applied to the energy density conservation problem without further investigation and development of the underlying theoretical framework.
So, while the simple explanation of kinetic energy by Euclidean rotation and the group velocity of particles is appealing, it is crucial to continue exploring the deeper implications of the discrepancy between the Lorentz transformation and the field transformations for energy density. This investigation may lead to a better understanding of relativistic physics and the development of more consistent theoretical frameworks.
Best regards,
Alessandro
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hello everyone I am modeling an impact problem via Abaqus. and my model consists of an impactor and a solid ball. The impactor impacts the ball through three different forces. and I extracted energy plots for all of these forces but I think they are not true because internal energy and kinetic energy didn't show an ending at the end of the plots. does anyone know if these plots are true or not and what should I do to have a better plot?
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Elahe Soheil Sarv It is conceivable that your model's internal and kinetic energy are not completely dispersed at the end of the simulation. This might be due to a variety of reasons, including the material qualities of the ball and the impactor, the model's boundary conditions, and the simulation's length.
You might attempt the following to increase the accuracy of your energy plots:
1. Check that the ball and impactor material characteristics are appropriately modeled in your simulation.
2. Examine the model's boundary conditions to check that they are properly defined and do not introduce any mistakes.
3. Increase the simulation time to allow for more thorough energy dissipation.
4. Consider using a more advanced modeling technique, such as explicit dynamic analysis, which can better capture high-energy impacts and accurately predict the resulting energy dissipation.
I hope this helps! Let me know if you have any further questions.
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I have started using Aspen Plus software, but I found it very difficult.
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Have you been able to simulate it ?
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Dear researchers,
I am currently working on the development of a Low Mach Number multi-species solver (a system similar to that used in LMN combustion, but with no reactions at present ...) I am having issues with deriving the exact temperature equation (note that c_p varies for each species...) I emphasize that I am looking for having an equation expressed as a function of the temperature (not enthalpy, not internal nor total energy !)
- Can you please help by providing some references that can help to derive this equation ?
- Shall I start from the conservation equation of the internal or total energy ? should I neglect specific terms ?
- From your experience, is the inter-species diffusion term important and should be taken into account in such a system of GE ?
- Same for the term div(Pu) ? any ideas
- Same for the viscous tensor (u Tau) ... this is so complex to code in fact ....
Thanks for your comments and recommendations !
Regards
Elie
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I suggest that you develop your mathematical approach around the fundamental quantities that are conserved rather than secondary ones. For example, temperature is not conserved, while energy is. Force, momentum (angular and linear), mass, and energy are conserved, while velocity isn't. There are also "conservative" forms of partial differential equations (Google "navier-stokes conservative form") and non-conservative ones. For example ∂(ρCT)/∂x vs. ρC∂T/∂x. Use the conservative forms and ∂E/∂x then calculate ρ, C, and T from H. The same thing goes for pressure, which isn't conserved, while dF=d(ma) works even when m and a are both changing. Solving for T as a function of H and composition (instead of H as a function of T) is just another equation to solve and there are many possible approaches.
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Energy conservation can be expressed in different ways, such as the temperature equation and the enthalpy equation. However, the two equations do not behave the same way when used in Computational Fluid Dynamics (CFD) simulation (finite difference method and finite volume method). My question is: why? If someone can give me a brief explication.
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The physical conserved energy is the total energy. You can write equations for other forms of energy but they are never conserved.
The equation for temperature (intensive variable) must be deduced from the equation of the internal energy.
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The role of energy in the development of humankind is very important.The use of alternative sources of energy will reduce cost in the long run. According to energy experts, the renewable power sector needs to explore alternate avenues of funding through the bond market route. More innovation needs to be done in the area of low cost renewable equipments manufacturing. Conserving energy is the need of the hour.
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I think solar and wind are most affordable energy, but there is always room for new research or innovation to reduce the initial cost for installation of the energy.
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Circular Economy and Triple Bottom line are two main tools in achieving sustainable development goals. But many academics, professionals and stakeholders are finding difficult to distinguish the difference between them and also fail to interconnect them. In this aspect, how they are inter related in terms of construction industry and technological applications?
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The Built Environment sector consumes a substantial portion of non‐renewable energy and prompts the emission of a significant amount of CO2; contributing approximately 39% of the annual global CO2. A third of the usage of total energy and CO2 emissions is a result of the Construction Sector in the developed and developing nations.
The Smartcrusher is a classic example of Circular economy by Netherlands Circular, 2018. Concrete is strong enough to last for centuries. But every kilogram of cement produces one kilogram of CO2 emissions. This means that today’s concrete and cement industry emits about three times as much CO2 as all aircraft combined. Crushed pieces of concrete can now only be used as low-grade gravel replacements. SmartCrusher is a device that separates the unused cement stone from the concrete rubble. It also produces residual flows of good quality sand and gravel. The cement stone can be used directly in concrete production and thus saves cement and CO2 emissions. With SmartCrusher, 50% of the world’s largest concrete construction flow can be made circular. The revenue model shows that the investment can be recouped within 1.5 years and that the price of concrete is halved. And that without including CO2 pricing
In the category of PROFIT, the price of concrete is halved, allowing more headroom for profit. There is ample savings from less waste and Carbon Tax.
In the category PLANET, the impact of CO2 emissions is the rise in global temperatures that result in shrinking changes of water supplies, changes in weather patterns and increase in sea levels; among others. By reducing emissions these consequences of global warming are curbed.
PEOPLE are better off with less CO2 emissions. Air pollution from construction has a direct effect on construction workers’ health, and the health of citizens near construction sites. As an example, the UK’s Health and Safety Executive has found that over 200 construction workers die yearly prematurely from diseases caused by exposure to diesel fumes (Bellona, 2019). There is no safe amount of air pollution, which means that the less air pollution we can have, the safer it will be for construction workers, and citizens exposed to construction sites.
*The triple bottom line is a business concept that posits firms should commit to measuring their social and environmental impact—in addition to their financial performance—rather than solely focusing on generating profit, or the standard “bottom line.” It can be broken down into “three Ps”: profit, people, and the planet
*A circular economy is "a model of production and consumption, which involves sharing, leasing, reusing, repairing, refurbishing and recycling existing materials and products as long as possible."
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I would very much appreciate thoughts about drivers and barriers for development of ESCOs in Africa. Maybe this particular question should be firstly considered on the more limited markets. Eventually assessing of the situation with drivers and barriers should be done on the level of the regions or even on the level of particular countries. Furthermore, maybe it will be promptly bundled with several more questions including one as Whether SuperEsco may assist in overcoming key barriers?
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Thank You again, Milan, your offer is precious, I'll search who or what institution in Africa may be in a position to come up with meaningful ideas or more (!) to make renewable energy an efficient approach.
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For example ants that developed thermoregulation of their nest. Bees that generate heat through movement and the storing of energy in other forms such as in honey or wasps that just protect their queen long enough to start a fresh in spring. Maybe there is other more exotic and complex or simple examples out there?
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Hello Igor; Here is an example from my own observations. The small desert rodent Neotoma lepida (Desert Packrat) makes a large pile of sticks, bits of cactus, and other bits of vegetation. A large nest may be more than 2 m in diameter and as much as 1 m high. The individual makes a nest deep in this pile. The nest resembles that of a "typical" bird. It is dug into a platform of fine vegetation bits. The animal uses this platform as its toilet! Urine and feces are embedded in the platform and the mass ferments warming the nest by a few degrees. This is the theme in the winter when temperatures may regularly fall below freezing. During the summer the individual occupies another nest placed away from the toilet platform...it is cooler there.
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Dear colleagues,
I need your help. The law of energy conservation in fluid dynamics is associated with Bernoulli equation or, in more general case, with Lagrange-Cauchy equation. I am interesting in the paper were this association was first declared. It is not Bernoulli own thesis, since the law was formulated in the middle of XIX c. I would like to know first arguments and definition of energy of the pressure term in the equation. As far as I know, Rayleigh was first who noted energy of pressure in fluid in his paper "On waves" (1876). But he did not give any definition what is the energy and how it has to be calculated. I am interesting in first definition.
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In powder metallurgy, energy is consumed in powder production, ball milling, powder compaction, and sintering. Whereas in casting, the energy is consumed only in melting the ingot. In some of the papers, I have read that energy consumption is lower in powder metallurgy. How? Can anyone explain, please?
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Both processes involve heat and load and thus require energy input, but in powder metallurgy, the wastage of material is kept minimum, and major form of energy input is required for the sintering process. But, in casting process, excess materials after casting have to be removed, and repeatedly reused by melting the solid metals. All of this adds to the higher energy consumption for casting process compared to powder metallurgy.
But it is also important to note that both processes have their own pros and cons and the selection of the fabrication process depends purely on the application, product specifications and availability of fabrication facility.
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Redshift of radiation energy density has been taking place since the early universe due to the expansion of the universe. How much energy has been lost? How does our cosmological model account for it?
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That question doesn't make sense, because in a curved spacetime energy isn't a well-defined quantity. The reason is that invariance under time translations-which is the symmetry that expresses the fact that energy is conserved-isn't a global symmetry under these circumstances.
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Case example: Author A stated an equation 'Dk= 4/3K (8RT/M)' in their report.
Author B cites this equation and writes in her/his report as "... the equation of xyz can be expressed as Dk=48 (RT/M) { ref:Author A}."
which probably have the same meaning but in different form. Any opinions?
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I think there is no problem unless the equation defines a different meaning from the original one
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Hello everyone,
I'm studding thermal properties of amorphous SiO2(a-SiO2) via molecular dynamics(LAMMPS) using Tersoff potential( ). But I'm experiencing a continuous temperature increasing issue in nve ensemble with a time step of 0.5fs. Problem can be solved by reducing the time step to 0.1fs. But my calculations are kinda time consuming ones so I really need to have the energy conservation with the 0.5fs time step. Anyone who experienced a similar issue with Tersoff potential (for a-SiO2)? Hope someone could give me an advice on my issue.
Stay safe.
Thank you
Chamara Somarathna
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First, thank you very much for your kind reply.
Back to my problem, I tried to create amorphous silica by melting and quenching method. Initially I tried to equilibrate Beta-Cristobalite at 1800K in NPT and NVE ensembles respectively. However, in the NVE ensemble, system temperature begins to increases as shown in the Fig. 1.
Then I skipped the NVE equilibration and used NPT for the melting and quenching process following http://dx.doi.org/10.1063/1.4983753. However the resultant amorphous silica also not able to handle the NVE ensemble keeping a stable temperature. My timestep size is 0.5fs and used the SiO.tersoff potential file which comes with LAMMPS.
I have attached my input script (SiO2.in) and the SiO.tersoff files herewith. I'm guessing that my initial atomic positions are the issue here since I have borrowed it from the LAMMPS mailing list. I have also attached the initial structure (SiO2.data lammps data file format) of my system herewith.
Can you please tell me about your procedure of creating amorphous silica, such as the initial crystal structure used, timestep size, whether is it ok to use the SiO.tersoff from LAMMPS or did you used a different potential file. I would be really grateful if you could help me out.
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Over the years I have repeatedly encountered the problem that NVT dynamics of simple liquids and solids with a Langevin thermostat do not manage to keep the desired temperature. I have observed this behavior for several atomic and molecular liquids with VASP as well as with ASE. Sometimes this can be fixed by reducing the timestep and/or increasing the coupling constant (within reasonable limits), but in some cases, even this does not help.
My current system is pre-equilibrated liquid pentane at T = 300 K at its experimental volume with all masses set to 10 amu and a semi-empirical GFN0-xTB Hamiltonian. I have tried increasing the coupling constant from 0.02 au (suggested value) to 0.05 au and 0.10 au and decreased the time step from 4 fs to 2 fs and 1 fs, but even after 20 ps of simulation time and a pre-equilibration of 10 ps with an even higher coupling constant the average T of the simulation remains at ~290 K instead of the desired 300 K.
I have made similar observations in countless VASP simulations of atomic liquids and solids (DFT Hamiltonian), so I'm starting to think this is a fundamental problem of the LV thermostat? If I'm not completely mistaken that behavior means that the thermostat can not put energy into the simulation fast enough. But where is the energy going? With such a short time step energy conservation should be really good but obviously it isn't.
What is my misconception, what am I doing wrong, and how can I fix that behavior?
Any help would be greatly appreciated.
Jan
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Hi,
It doesn't look like a problem of LV thermostat. If there is always a 10K offset. It looks like a systematic energy calculation offset, for example, kinetic energy calculated not calibrated with respect to the center of mass of the system. Very often, there might be some translational drift of the whole system during simulation. As a result, the kinetic energy needs to be re-calibrated accordingly in order to obtain the right temperature. Just my two cents
MY
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The smaller, the better? What can we benefit from using mini/micro channel heat exchangers in refrigeration and air-conditioning systems? Any thoughts shared here will be much appreciated. The following are my bits for your comments.
1. Compact from high heat transfer area-to-volume ratio (e.g., the ratio ~ 1/d for a cylindrical flow channel while d is the channel diameter)
2. Reducing refrigerant charge from small refrigerant-side volume with small OD tubes
3. Maximising capacity/COP with trade-off between decreasing pressure drop and increasing heat transfer coefficient by effective refrigerant flow distributing/circuiting
4. Air-side heat transfer coefficient increase from enhanced air flow disturbance with small OD tubes and narrow spacing tube banks
5. Low air flow pressure drop from using small OD tubes so both fan power and noise may be decreased
The smaller, the better for heat exchanger fluid flow channel size? This is one of the hot topics with users of our Refriglab cloud eTools ( www.refriglab.com being available for free trials). For developers and designers, an interesting question is how we can benefit more from a single mini/micro channel air coil design.
This post is a follow-up to my previous ones at LinkedIn:
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I totally agree with Divyesh Ubale
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The 3D Taylor-Green vortex problem is a well-established adademic test problem for decaying turbulence. For a careful comparison of two discontinuous Galerkin-FEM for the incompressible
case at Re=1600, I refer to N. Fehn et al in arXiv:1905.00142 (or IJNMF 2019). Results for under-resolved TG flow at higher Re numbers can be found in the Ph.D thesis by P.W. Schroeder "Robustness of high-order divergence-free FEM for incompressible CFD", Göttingen 2019, Sec. 9.1.3. For the inviscid TGV at Re=\infty, one observes for the method without any stabilization for
the fully turbulent flow for t \ge 10 a simple redistribution of kinetic energy., see Fig. 9.14. This unphysical behavior is sometimes called "thermalization" or "white noise".
To the best of my knowledge, the currently best numerical simulation of the incompressible 3D Euler TGV can be found in N. Fehn et al. in arXiv:2007.01656. The authors show that the kinetic energy evolution does not (!) tend towards exact energy conservation which implies an energy dissipation anomaly. The proper representation of the Reynolds stress tensor requires an appropriate numerical dissipation. In my opinion, it would be good to share the experience of other colleagues regarding the given problem and a proper choice of numerical dissipation which does not perturb the divergence-free constraint.
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M.Kirchhart: Thanks for the remarks. To the best of my knowledge, the paper arXiv:2007.01656 by Fehn et al. is the first to show that the inviscid 3D-TGV develops anomalous energy dissipation. To this goal, the authors make very expensive simulations with up to 8192^3 DOF which is the finest resolution so
far. It seems to be questionable whether even more expensive simulations are
reasonable at all. For good reasons, Fehn et al. look at the evolution of the kinetic energy E(t) and of -dE(t)/dt. Nevertheless, It is interesting to identify numerical convergence rates of E(t) and the dissipation rate based on the finest numerical resolution.
But wouldn't it be better to look for a mathematically reasonable approximation
of the Reynolds stress tensor (RST) as it is done for turbulent 3D channel flow.
A potential candidate for a numerical dissipation could be the recent arXiv paper by Ahmed et al. (July 7, 2020) where they suggest a least square stabilization of the vorticity equation in the linear Oseen case. The generalization to the nonlinear case would add a weighted curl of the vorticity equation. In the critical limit of
viscosity \nu=0, there would remain second order spatial derivatives which eventually could serve as model of RSI. In my opinion, this would be an interesting
analytical approach.
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When we derive differential equations for flow, i.e. the mass, momentum, and energy conservations, we use Taylor's series to determine the relationship between the 2 points. Are there no other series that produce a more precise equations?
Dear respective researchers, please give your reply.
Thank you very much.
Kind regards.
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Thanks dear Mohamed Salaheldin for your reply....
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Energy conservation is the result of several processes, such as productivity increase in terms of technological progress. However, energy efficiency is measure of energy intensity in a specific process.
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The first step is Energy conservation and next is optimal use of this energy ie
Energy Efficiancy = ( Energy Optimization / Energy conserved )
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Hello Researchers,
Energy is one of the most influential sectors in recent years. So, optimal management of this sector will be of great importance. In your opinion, what will be the energy management issues, in the future?
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Energy Transition from conventional generation technologies to Green Distributed Generation
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Arakawa(1966)'s Jacobian(his eq. 46) is a mean of 3 components: J++(eq.36), J+x(eq.37), and Jx+(eq.38), which have different conservation properties. I am trying to show the difference when using different version of Jacobian in the simulation of two dimensional turbulence, which can be formulated as the stream funciton(\psi)-relative vorticity(\zeta) equation:
\frac{\partial \psi}{\partial \t}=-J(\psi,\zeta)
The model was initialized with \zeta(\psi), such that the relative vorticity is a function of the stream funciton and J(\psi,\zeta)=0, therefore the flow field does not change with time. My result shows that energy/enstrophy remains almost conserved for a while but blows up anyway(for the accumulation of round-off error?), no matter which Jacobian implementation was employed, I am confused.
The Fourier-spectral method was emplyed for spatial differencing( so continuous form of J++ , J+x , and Jx+ were used in the code) and I know that the conservation property of Arakawa Jacobian, 1/3*( J++ + J+x + Jx+), should be independent of the sptial differencing technique. So I supposed that 1/3*( J++ + J+x + Jx+) should be better than using any of the 3 alone, in terms of energy/enstrophy conservation. However little difference was observed when different initial condition was used. In the simulation, horizontal diffusion in contained in a wavenumber filter to remove the shot waves beyond 2/3 of the maximum wavenumber. Highly possiblely it is an uneducated question, but would be appreciated if someone can explain.
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I am not sure we are understanding each other, the conservation property is expressed in discrete meaning. What is fulfilled for a certain FD formula is not fulfilled for a finite spectral representation. That does not depend on the order of accuracy.
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We know that the energy density of the gravitational field around masses is negative.
This fact is a consequence of the analogy to the electrostatic attraction of different charges. If different charges come closer, the electrostatic field energy becomes converted to kinetic energy. In the electrostatic case this is obvious, because the electric field around both charges becomes weaker.
But in the gravitational case, the situation is just reverted. Approaching masses gain kinetic energy and the surrounding gravitational field becomes stronger. The only possibility, matching to energy conservation, is that the energy density in the gravitational field is negative.
But this fact has consequences. We also know that gravitational waves exist and that they have a positive energy contents. If gravitational waves are pure oscillating gravitational fields, the same fields which surround masses, then their energy content also would be negative. Therefore a gravitational field component, oscillating with normal gravitational fields but with positive energy density must exist.
Further consequences concern the generation of gravitational waves. Large heavy celestial bodies encircling each other generate gravitational waves, which are detectable light years away. The emission of gravitational waves costs kinetic energy. Obviously a mechanism exists, which converts the kinetic energy of moving masses to gravitational waves.
But what happens to the gravitational waves travelling through space? The oscillation amplitude becomes smaller and smaller and the energy density is reduced proportional to the square of the covered distance. What finally remains is a tiny contribution to positive gravitational field energy density.
We then come to the question, is the universe an infinite flat space with giant clouds of galaxy clusters inside or is it a closed S3-sphere. Let us assume it is a closed S3-sphere. In this case all gravitational waves finally would add up to a positive gravitational field energy, surrounding us in the background. In an infinite flat space the gravitational waves irrecoverably would escape together with fast particles and electromagnetic radiation.
What are the consequences of a positive gravitational field density surrounding us? The answer is simple, as long as there are no gradients we would not feel anything. If there are gradients, they cannot be steep, because they would be equalized by a gravitational wave flow, moving with the speed of light. But if there aren’t consequences all the arguments above wouldn’t be relevant.
This leads us to the final considerations. If giant moving masses produce gravitational waves, detectable light years away, tiny moving masses may also produce gravitational waves but with a small amplitude far beyond our detection capabilities. Even quants of electromagnetic radiation then could become a source of gravitational waves. The key point is, that stars contain fast moving particles and a high level of radiation. They therefore must be a considerable source of incoherent non detectable gravitational waves. But this flow actually would lead to a permanent gradient in the density of the positive gravitational field energy in the environment of stars. Dark energy therefore could be the same as the energy density resulting from flows of incoherent gravitational waves out of stars. The influence on galaxy dynamics and the details of the interaction between negative and positive gravitational energy must be investigated.
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As my PhD work, I am working on underwater sensor networks and need a suitable simulator for designing in terms of effective routing and energy conservation.Among all available such as NS2, NS3, OPNET, OMNET, QUALNET, which is the best one to work with?
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Hello Swati,
Here is the detailed survey of the underwater simulation softwares available in the market. Here is the paper citation(Also attached) : Das, Anjana & Thampi, Sabu. (2017). Simulation Tools for Underwater Sensor Networks: A Survey. Network Protocols and Algorithms. 8. 10.5296/npa.v8i4.10471.
Here is the link for the helpful development for ns-2 aqua-sim work :
You can also make contribution to ns-3 which is more reliable right now. P.S. you can not convert ns-2 files to ns-3 directly as ns-2 uses OTcL for development but it can be converted to ns-3. There is new tool for ns-3 which is Aqua-Sim-NG which was developed and maintained by R. Martin, here is the link for the same : https://github.com/rmartin5/aqua-sim-ng
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I am trying to make a smart phone charger by converting the wasted heat while cooking our food using thermoelectric generator (TEG).The main issue is I need to add a 5 V DC cooling fan along with a heat sink in one part of TEG in order to make that part cooler than the other one. If the DC fan is powered from the generated electricity using TEG, then will there be enough remaining electrical energy to charge a smart phone?
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The attached link shows how to build a thermoelectric USD charger
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Some researchers consider rotation variables as work-conjugate with moments, others think that the displacement derivatives is, and others use semi tangential rotation as work-conjugate to conservative moments
Any explanation or more references?
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I concur with Kabir. The potential energy is a function of momentum.
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What you say about, the idea of integration of SPV with an electrolzer and PEM fuel cell, how much energy we will lost?
Is it possible to combine together electrolyzer and fuel cell without external energy source?
As electrolyzer is used to produce hydrogen by splitting water into hydrogen and oxygen by using electricity and hydrogen fuel cell uses hydrogen as a fuel to converts chemical potential energy into electrical energy. And it’s common that people use extra waste energy produced by SPV (solar voltaic system) in electrolysis to produce hydrogen and in the absence of sunlight they use this fuel hydrogen to produce electricity by using a fuel cell. And my question is it possible that electrolyzer and fuel cell work together supply each other electricity and hydrogen fuel? If we already lost energy due to heat and always get less energy by fuel cell than we have spent on electrolysis, so maybe these processes are only for energy storage.
Sorry for my bad English as I didn’t explain a very simple question very well.
SPV, Solar voltaic system
PEM, Proton-exchange membrane
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Ibrahim Mohammad Please try to rewrite your question in a way that we can more clearly understand what your question is. What do you mean by Electrolzer, SPV and PEM? It is a good practice to define all acronyms the firs time they are used.
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phosphoric acid plant energy conservation and quality control
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I agree with Ali Agha
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There are different proofs that the quantum nechanics (QM), more exactly the quantum formalism (that was NEVER contradicted by experiment), does not admit a substructure of particles following continuous trajectories. As two rigorous proofs I recommend my article
and section 5, "Does a quantum objecthave a 'particle' ? ", in my article
Deleted research item The research item mentioned here has been deleted
However, with all my efforts until now, I didn't succeed to prove a stronger statement: that the quantum object, which travels in our apparatus(es) does not possess a weird 'particle' which jumps accross disjoints regions, separated by a space in which the wave-function is null. This problem arises very strongly when we have to do with a wave-function consisting in two or more wave-packets traveling through isolated regions, e.g. : |ψ> = |a> + |b>.
In my last article mentioned above, I used as assumption the idea that a particle cannot do such a jump. i.e. cannot jump from the wave-packet |a> to the wave-packet |b>. The motivation is that an instant jump between two disjoint regions would mean, in a suitable frame of coordinates in movement with respect to the lab, that the particle disappears for a while from the universe. That would contradict the energy conservation, which has to be respected in any frame of coordinates.
Could there be a NO-GO here? Could it be that it is impossible to prove that there is no such weird particle? Could it be that it though exists?
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I think we know admit that the quantum (be it ddB or not) is hard or impossible to mix with relativistic frames from the start.
So you just say you do everything on a fixed frame. The only exception I see is maybe Dirac equation, which uses a 4 spinor; built on a Lorenz invariant, the Einstein energy form EE=ppcc+m0m0cccc, starting from a linear equation, treating E as an eigenvalue. Again, the proper conclusion is just maybe a partial incompatibility of two theories, with variants on the quantum side. The main philosophical and general difference I can see is quantum vs. classical. The basic philosophy of the Dirac equation is based on probability density, not trayectories, as in normal QM
However I think that this clash may be particularly strong if definitive trajectories are chosen, as in ddB. That is all.
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The Hamiltonian function H is defined as the total energy of a system, the sum of kinetic and potential energy. Lagrangian function L is defined as the potential energy subtracted from the kinetic energy.
Both functions are essential in solving for predicted movement in a many bodied problem of celestial mechanics. The Hamiltonian is conserved, while the change of Lagrangian with time is minimized in each interval.
That energy is conserved is intuitive. Minimizing the change of Lagrangian takes a bit of explanation that is usually not given. It has to do with the way the action S is calculated from L. One explanation is that in the nature of objects in a group moving under their combined gravities and individual momentums, the path of least resistance is the one in which the least possible conversion of energy between kinetic and potential occurs. This is the simplified explanation for the non specialist.
It's a bit of mystery why a physical system in vacuum space time would be biased against conversion of energy between kinetic and potential. The Lagrangian is suggesting the potential and kinetic energies compete with each other for control of curvature.
In an extreme high gravity the space curvature is tending to enclose the source in an event horizon, like a concave curvature. The opposite must be a convex curvature with respect to the source of kinetic energy. This difference may be a physical cause of bias against conversion between potential and kinetic energy. It is inconvenient in the mechanisms of stress energy and is avoided when another path is available.
In the present question it is recognized and well known in publications that a Legendre transformation is able to compute the Hamiltonian from the Lagrangian subtracted from the change of Lagrangian with logarithm of velocity, for a fixed location. Maybe some additional character can be deduced of space time and the objects it processes, especially how velocity and acceleration relate H to L. Conventional GRT has no such bias, but classical Celestial Mechanics does.
Why Can The Hamiltonian Be Computed From The Lagrangian?
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Good question, i follow that.
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I have done a couple of calculations with this dispersion corrections and range separated functionals. The complex under study is Cinnamic---DMSO from XRD studies, where the ethylene group is 3.4 Angstroems from the S of DMSO (dimethylsulfoxide). The LMO-EDA ends up with reasonable energies, except for polarization energy that is way out of range
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ALL BASIS SET HARTREE KCAL/MOL
------------- wP57X-D / TZV
ELECTROSTATIC ENERGY ES= 35.155915                  22060.69 kCal/mol  ??
EXCHANGE ENERGY EX= 0.001502                                    0.94
REPULSION ENERGY REP= 0.020100                                 12.61
POLARIZATION ENERGY POL= -35.152773                   -22058.72 kCal/mol ??
DFT DISPERSION ENERGY DISP= -0.008141                       -5.11
TOTAL INTERACTION ENERGY HF OR DFT E= 0.016604   10.42
However using MP2 I get reasonable energies.
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ALL BASIS SET HARTREE KCAL/MOL
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ELECTROSTATIC ENERGY ES= -0.006687                        -4.20
EXCHANGE ENERGY EX= -0.015563                                   -9.77
REPULSION ENERGY REP= 0.025771                                16.17 kCal/mol
POLARIZATION ENERGY POL= -0.002422                           -1.52 kCal/mol
MP2 DISPERSION ENERGY DISP= -0.005410                       -3.40
TOTAL INTERACTION ENERGY HF OR DFT E= 0.001099     0.69
TOTAL INTERACTION ENERGY MP2 E= -0.004312              -2.71
Can anyone suggest a reason for that? Does anybody have a reference for H-bonds?
Thanks.
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Dear Victor, I've got the same result with that functional. Unreasonable high values for electrostatic and polarization. Could you solve your problem?
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Consider the one-particle wave-function
(1) |ψ> = α|a> + β|b>, with |α|2 + |β|2 = 1.
where a and b are eigenvalues of some operator, e.g. path- operator.
Then, the amplitudes of probability α and β are usually defined as giving, theough their absolute square, the probability of obtaining the result a or b. We get a detection on path a with probability |α|2, or on path b with probability |β|2 .
But α and β have an additional phenomenological meaning. For instance, in interference experiments, they determine the contrast of the fringe pattern and the position of the pattern.
Though, my question goes further: in each trial and trial of the experiment, what do the amplitudes α and β? Let the detectors be ion-chambers, and let our particle be electrically charged. The detection is due to the ionization of the gas in the chamber by the charge of the particle. But, which effect have α and β in a given trial of the experiment? These amplitudes are not physical properties of the particle, as charge, energy, linear momentum, etc. Then, how do they influence the material in the detector?
No doubt there is an influence, since along the run of the experiment the detection on path a occurs with probability |α|2, and the detection on path b occurs with the probability |β|2. Therefore, it's due to these amplitudes, that in a given trial of the experiment a detector fires, or remains silent, and only one detector fires. But, how does it work, how does a detector interact with an amplitude?
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Dear Sofia,
If I understand you well , when we have any click on any detector on any time then the global wave function was collapse,
and we need to repeat the experiment again to get the same setup again ...
Best regards,
Mazen
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I want to know the share of coal for producing electricity and steel production
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The use of coal for product power not way economicaly for stats and co2 critical grow
The world needed to change in all level energy conversion for sustainble development so we researchers should this start the study for renewbles energy to help the world without pallution and enhancment CO2
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With the Energiewende, the German government pursues a long term energy strategy which aims to transform the energy sector by mid-century. To achieve this it has implemented a comprehensive, long term policy framework which receives broad support across the political spectrum. The United States lacks a similar approach. The reasons are likely manifold. My question is how the character of each country's federalism impacts the long term energy approach of both countries and might help to explain differences?
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i am taking an ieee 14 bus system.i consider an outage and i apply demand response on mostly loaded bus.taking 8,4,10 hrs as valley,peak,off peak periods respectively i want the price variations with respect to demand.
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Recent research has delved into many aspects of aviation fuel consumption. In some ways the analogy with a personal automobile is apt: you fill up, and you drive until the tank is nearly empty, repeat. The difference for aviation is that the weight of the fuel itself significantly adds to the power needed to fly ("it takes fuel to fly fuel").  So, although the equations and ideas are well known, I would appreciate pointers to industry standard methods. Our goal is analytical shortcuts that would allow this idea to be built into a model of a major airlines network.
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Thanks -- appreciate these references.
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If you want to reduce your energy bill, it is quite possible to insulate the roof and walls. However windows are a more difficult subject, and they let out significant amounts of heat. Are there any solutions that can reduce this loss?
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Dear Prof.
Using Energy+ and design builder software can be helpful.
Best regards,
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I am working on a project titled as energy conservation of exhaust gases of SG-34 (18-V) gas engine at thermal power station
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You need to measure the following parameters:
1. Mass airflow of air
2. Fuel flow rate (either directly or using a wideband air/fuel ratio gauge)
3. Intake air temperature
Exhaust gas temperature
With the above measured parameters, you can calculate heat flow using the heat of formation and using basic combustion equations.
If you do not have a possibility of measuring airflow, use volumetric efficiency, intake pressure and temperature, and engine RPM with the known swept volume, and estimate mass airflow rate.
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Hi, I was trying to bring a transient conduction system problem to the frequency domain in order to facilitate the solution and I began to wonder: Can the analogy between electrical circuits and thermal circuits be extended to transmission lines for transient heat conduction? Let me explain my reasoning:
If one rearranges the terms of the Fourier conduction equation, in 1D cartesian coordinates:
q=-k*A*dT/dx
q/A * 1/k = -dT/dx
Now making q/A=q" (heat flux) and 1/k=R' (thermal resistance per unit length), one can write it as:
q"*R'=-dT/dx       (1)
Writing out energy conservation, and considering the source term equal zero:
d/dx(k*dT/dx)=rho*cp*dT/dt
Identifying that k*dT/dx=-q" (the heat flux in an element), we can rewrite it as:
-dq"/dx=rho*cp*dT/dt
Now, calling C'=rho*cp (Thermal capacitance per unit length), the energy conservation can be rewritten:
-dq"/dx=C' * dT/dt      (2)
Equations (1) and (2) are of the same form as the Telegrapher's equations for a 1D transmission line, which for the general case are:
-dV/dx=L' * dI/dt + R' * I      (3)
-dI/dx=C' * dV/dt + G' * V      (4)
Where I and V are the current and voltage, L' is the inductance per unit length, R' is the resistance per unit length, C' is the capacitance per unit length and G' is the shunt resistance per unit length.
The interesting part here is, if one makes L'=0 (no thermal inductance) and G'=0 (no thermal shunts in a flat plate), eq. (1) matches eq. (3) (V~T, q"~I) and eq. (2) matches eq. (4).
The consequence is that all features of a transmission line apply (given L'=G'=0) to thermal conduction: Wave propagation, wave distortion, etc. It also becomes relatively easy to associate different materials by using two-port networks and other basic electrical engineering concepts. 
What do you think? Is that possible? If not, why? I'm really curious!
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I think that the lack of coherence between the thermal carriers and the lack of anything approaching an electromagetic effect will mean that L=C=0 for all conditions and hence anything other than an exp(-kx) function will simply not apply.
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Hi,
I am struggeing with a numeric implementation of the free field 2D Green function of the wave equation in space and time domain, which, according to all references I could find, is proportional to
( t2-(r/c)2 )-1/2
and thus, has a singularity at r/c=t. If I want to implement this function as numeric array that can be convolved numerically with a source distribution to get a wave field, I do not know how to deal with this singularity.
An option would be polynominal extrapolation, but I would prefer a mathematically correct attempt.
I thought I might have to analytically convolve the Green function it with a sinc function first, to attain a function that can be accutely sampled according to the Nyquist criterion, but this still did not resolve the singularity.
In consequence, I am also wondering if the 2D Green function is even integrable. I believe it should be in terms of energy conservation, but I ended up with an infinite integral.
Thanks for your time!
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A few (trivial) remarks: the Green function is studied here, http://web.physics.ucsb.edu/~fratus/Phys100A/Boris/605_wveq_%288%29.pdf , and more details are given in the book by Evans. In general the Green function isn't a function, but a weaker object (a distribution) which can be locally expressed as derivatives of measures.
In order to cope with initial data, it must be a Dirac mass at t=0 (the identity of the convolution operator). Usually, one discretizes a Dirac mass in 1D by putting a weight multiplied by 1/DX, being DX the space step. The rationale is to ensure that, taking the antiderivative (-> Heaviside), it has the correct jump for any value of DX>0. This is a way to secure weak consistency.
Clearly, it's even more delicate to do so in 2d with radial functions ... I know that Anna-Karin Tornberg published years ago some papers dealing with efficient Dirac masses approximation at the numerical level, here is one of these.
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The current density made by electrons with number density n  inside a conductor  is J=qnv. How the energy conservation equation is expressed? and what type of energies these electrons have? I am working on a formalism that connect the quantum and classical nature of electrons moving inside a conductor. In such  a case the energy conservation representing  the particle from the two points of view should hold.
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Dear Berham,
Surely all the references that you have done and last explanations answer the question of Arbab. Surely that Schwinger showed that the conservation of energy in a metal needs a functional derivative of the Hamiltonian (in a Fock space or in Hilbert space?) with respect to the potential vector A(r) (in the Lorentz gauge or better in Coulomb gauge, perhaps another one). I don't know if the renormalization in QED is so important as this equation, but in the book on electrodynamics of Schwinger ( a very good reference for classical electrodynamics) never wrote on solid state physics and lest on electronic transport in metals.
By the way, I don`t remember to finish speaking on the Maxwell equations for superconductivity because I don't know the relation of both things even in London equations or Missner effect (diamagnetism). In any case, you have the reason surely because my memory is quite weak and the posts are written.
Don't put Arbab in troubles for answering, because he needs to start with the comments of Clifford first and the discussion that you have had on the conservation of energy for the electronic transport in metals. Fantastic!
Have a good day!
-
* It is also to employ the canonical quantization or the path integral formalism assuming that we have a symplectic structure.
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Consider 3 hollow conductor spheres A, B and C together with the charged hollow conductor sphere X of charge Q.
Let the spheres A, B, C and X be of a similar capacitance C. i.e.The difference in their capacitances is so small to be significant.
Bring the spheres A, B and C towards X so that the enclose it.
Momentarily earth the spheres A, B, C and X so that A, B and C each gain a net charge Q. Let the volumes of the spheres A, B, C and X each be V. i.e. The difference in their volumes is so small to be significant.
The charge density Z on X was,
Z = Q/V
The charge densities Z on A, B and C are,
Z = Q/V+Q/V+Q/V