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Calcium ion cyclotron resonance in dissipative water structures

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Abstract

Weak magnetic and electromagnetic fields affect physiological processes in animals, plants, and microorganisms. Ion cyclotron resonance (ICR) is discussed as one of the sensitive mechanisms, which enable perception of the geomagnetic field and its orientation. Numerous biological effects are observed involving several small ions, showing windows of predicted frequencies and intensities. The pioneering work of Guiliano Preparata and Emilio Del Giudice using quantum electrodynamics showed that spontaneously originating coherent regions in water facilitate ICR effects at incoherent water phase boundaries. Here we examine the ICR response of the calcium ion (Ca²⁺), crucial for many life processes. We use an aqueous solution containing the biologically ubiquitous membrane lipid L-α-phosphatidylcholine that serves as a biomimetic proxy for dynamic light scattering (DLS) and nonlinear dielectric spectroscopy (NLDS) measurements. One notable result is that this system approaches a new equilibrium upon addition of calcium by means of the oscillatory Belousov–Zhabotinsky chemical reaction, oscillations are significantly reduced under Ca²⁺ ICR application. Secondly an “oscillator” of calcium ions appears to be able to itself couple coherently and predictably to large-scale coherent regions in water. This system appears able to regulate ion fluxes in response to very weak environmental electromagnetic fields. See Fulltext http://www.tandfonline.com/eprint/KYKEqMetHpz7sKwakZct/full

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Ecological modelling has not yet received from basic “hard” sciences, like conventional physics and chemistry, an adequate conceptual support. Mechanistic simulation techniques are very far from achieving a satisfactory understanding of ecosystem dynamics.In this paper we discuss how to build a bridge between basic sciences and ecodynamics, able to justify the emergence of novelties.It is shown that two important theoretical frameworks, thermodynamics of irreversible processes and quantum field theory, exhibit significant convergences on a number of points. They provide a rationale for the appearance of different phases of the same system, for the onset of non-linear self-consistent dynamics able to give rise to domains extended in space and evolving in time in an irreversible way, for the appearance of self-organization which is the main feature of life. A possible dynamical implementation of the thermodynamic concept of negentropy is suggested. The emergence of autocatalytic features is discussed.
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Dynamic light scattering (DLS) is a method used to size nanoscale and submicron particles by measuring their thermal motion (diffusion) in a liquid environment. The measured diffusion coefficients are related to the hydrodynamic particle size via the Stokes-Einstein equation. This paper addresses the application of DLS for the characterization of diluted suspensions of pyrogenic silica, which consist of polydisperse fractal-like aggregates composed of sintered spherical primary particles. Simulations are employed to establish a relationship between the structural properties of the aggregates and their diffusional behavior. Therefore, an algorithm is developed that enables the generation of aggregates with a tunable fractal dimension and an arbitrary number of primary particles. The results provide evidence that the hydrodynamic radii show a different scaling compared to the structural radius of gyration, which is of great relevance for the interpretation of DLS results. In addition, the influence of rotational diffusion has to be accounted for in the measurements.
Article
This paper reviews recent developments in dynamic light scattering and their application to the study of particle sizes, structures and interactions in food materials. Results obtained in concentrated and highly turbid suspensions via the recently developed technique of diffusing wave spectroscopy (DWS) are described. Problems in the detailed analysis of the information contained in DWS are described, and the possible future uses of the techniques are discussed.
Article
The formation of a biological molecular aggregate such as a membrane, is discussed as a collective process emerging from the dispersive dynamics arising from coherent quantum electrodynamics. The essential role of liquid water is stressed.
Article
Interactions between reaction-diffusion systems and restricted host environments are a subject of widespread interest. In this work the behaviour of the Belousov-Zhabotinsky reaction was investigated in lamellar phases formed by phospholipid bilayers with relevance for biological systems. The influence of the reactive medium on the structure of the lipid matrix and, in turn, the influence of the matrix on the dynamical evolution of chemical patterns, were studied by small angle scattering. (c) 2007 Elsevier B.V. All rights reserved.
Article
Interactions between reaction–diffusion systems and restricted host environments are a subject of widespread interest. In this work the behaviour of the Belousov–Zhabotinsky reaction was investigated in lamellar phases formed by phospholipid bilayers with relevance for biological systems. The influence of the reactive medium on the structure of the lipid matrix and, in turn, the influence of the matrix on the dynamical evolution of chemical patterns, were studied by small angle scattering.
Article
The application of EIS as a new tool for the investigation of methods of corrosion protection is illustrated for corrosion inhibitors, conversion coatings, polymer coatings, polymer coating and oxide layers as well as for cathodic protection of stainless steels in seawater. It is pointed out that it is essential for all these cases to develop the appropriate models for the impedance which can be used to fit the experimental data and extract the parameters which characterize the corrosion process.
Article
Charge-stabilized suspensions of spherically shaped particles show a variety of interesting properties. As a consequence, there has been considerable interest in the investigation of the microstructure and the dynamic properties of well characterized model systems, such as polystyrene spheres dispersed in water and charged silica spheres dispersed in an organic solvent. Among various experimental techniques, static and dynamic light scattering have been the major tools for the characterization of colloidal suspensions. Whereas there is an essentially quantitative understanding of monodisperse suspensions, only very recently good progress was achieved, both theoretically and experimentally, in understanding certain properties of colloidal mixtures and intrinsically polydisperse one-component suspensions. Colloidal mixtures show additional phenomena, e.g., a variety of microstructures and phase behaviour, tracer-diffusion and interdiffusion, which do not exist in monodisperse systems. This article offers a survey on our current knowledge of the dynamics and statics of charge-stabilized suspensions in the fluid phase, with emphasis on the authors own work. It further contains a summary of basic concepts, and of analytical and numerical methods, which are relevant for the theoretical description of charge-stabilized suspensions. Special effort is made to point out the salient differences between colloidal mixtures and monodisperse suspensions. The calculated or computer-simulated quantities characterizing the suspensions are compared, whenever available, with the results of light scattering experiments. The article is divided into two major parts. The first part (chapters 2 and 3) is concerned with static properties. It includes a discussion of the origin of the repulsive and attractive forces between charged colloidal particles, the concepts of the effective charge and global correlation functions, the influence of the finite size of the counterions on the microstructure of concentrated ionic micellar solutions, and the extension of the rescaled mean spherical approximation to colloidal mixtures. The central issue of the first part is, however, the theoretical modeling of intrinsic polydispersity, and the calculation of static structure factors and radial distribution functions by various integral equation methods. The relative accuracy of these methods is assessed from the comparisons with computer simulations and light scattering results. The main body of this article is contained in the second part (chapter 4), which is concerned with the dynamics of charge-stabilized suspensions. A thorough discussion of the various levels of description of the suspension dynamics is given in terms of the time scales characterizing various relaxation processes associated with the colloidal particles and the molecules of the host fluid. The description of the dynamics of the colloidal particles, based on the generalized Smoluchowski equation, is justified for the time interval accessible in dynamic light scattering experiments. A summary of general properties of the generalized Smoluchowski equation is provided, and various ordering relations for diffusion coefficients are presented. The combined influence of the electrostatic and solvent mediated hydrodynamic interactions on the short-time dynamics of monodisperse and polydisperse charge-stabilized suspensions is investigated in great detail. It is shown that the effect of hydrodynamic interaction is strongly enhanced by the presence of long-ranged electrostatic repulsion, and its influence is more pronounced for collective diffusion than for short-time self-diffusion. The additional influence of polydispersity is found to be quite significant. Finally, a thorough study of tracer-diffusion in charge-stabilized suspensions is presented. Mean square displacements and long-time tracer-diffusion coefficients are calculated with two alternative approximations, i.e., a mode-coupling scheme and a single relaxation time ansatz. The range of validity of these approximations is assessed by numerous comparisons with Brownian dynamics simulation results, and with large-wavenumber dynamic light scattering and forced-Rayleigh data. It is observed that tracer-diffusion is quite sensitive to the amount of intrinsic polydispersity.
Article
A formalism has been developed, using Feynman's space-time formulation of nonrelativistic quantum mechanics whereby the behavior of a system of interest, which is coupled to other external quantum systems, may be calculated in terms of its own variables only. It is shown that the effect of the external systems in such a formalism can always be included in a general class of functionals (influence functionals) of the coordinates of the system only. The properties of influence functionals for general systems are examined. Then, specific forms of influence functionals representing the effect of definite and random classical forces, linear dissipative systems at finite temperatures, and combinations of these are analyzed in detail. The linear system analysis is first done for perfectly linear systems composed of combinations of harmonic oscillators, loss being introduced by continuous distributions of oscillators. Then approximately linear systems and restrictions necessary for the linear behavior are considered. Influence functionals for all linear systems are shown to have the same form in terms of their classical response functions. In addition, a fluctuation-dissipation theorem is derived relating temperature and dissipation of the linear system to a fluctuating classical potential acting on the system of interest which reduces to the Nyquist-Johnson relation for noise in the case of electric circuits. Sample calculations of transition probabilities for the spontaneous emission of an atom in free space and in a cavity are made. Finally, a theorem is proved showing that within the requirements of linearity all sources of noise or quantum fluctuation introduced by maser-type amplification devices are accounted for by a classical calculation of the characteristics of the maser.
Article
The construction of a dual-cell, non-linear dielectric spectrometer is described. The system is applied to the study of resting cell suspensions of S. cerevisiae. Substantial harmonics are generated by these cells when stimulated by very modest exciting fields (ca.±2 V cm−1, 20 Hz). The generation of these harmonics occurs only in living cells, and in a cell concentration-dependent manner. We studied the 3rd harmonic in detail. The ability to generate this harmonic is observable only within rather narrow voltage and frequency windows. The generation of a third harmonic is strongly inhibited by low concentrations of sodium metavanadate, suggesting that it may be ascribed largely to the H+-ATPase present in the plasma membranes of these cells. When the enzyme is not at static head, the 3rd harmonic disappears and strong second and 4th harmonics may be observed. Non-linear dielectric spectroscopy constitutes a powerful and convenient means by which to monitor the ability of living cells to transduce exogenous electric field energy. This type of transduction may serve to account for the many reports of the ability of very weak electromagnetic fields to affect biological activity.
Article
The Belousov-Zhabotinsky phenomenon is analyzed in a framework where the dynamics of dissipative structures outlined by Prigogine is implemented through the collective dynamics produced in liquid water by Quantum Electrodynamics, which has received recently some experimental support. A mechanism allowing the appearance of self-produced oscillations is suggested.
Article
It is proposed that the avian magnetic compass depends on the angle between the horizontal component B(h) of the geomagnetic field (GMF) and E(r), the radial electric field distribution generated by gamma-oscillations within the optic tectum (TeO). We hypothesize that the orientation of the brain relative to B(h) is perceived as a set of electric field ion cyclotron resonance (ICR) frequencies that are distributed in spatially recognizeable regions within the TeO. For typical GMF intensities, the expected ICR frequencies fall within the 20-50 Hz range of gamma-oscillation frequencies observed during visual stimulation. The model builds on the fact that the superficial lamina of the TeO receive signals from the retina that spatially map the visual field. The ICR frequencies are recruited from the local wide-band gamma-oscillations and are superposed on the tectum for interpretation along with other sensory data. As a first approximation, our analysis is restricted to the medial horizontal plane of the TeO. For the bird to fly in a preferred, previously mapped direction relative to B(h), it hunts for that orientation that positions the frequency maxima at appropriate locations on the TeO. This condition can be maintained even as B(h) varies with geomagnetic latitude during the course of long-distance flights. The magnetovisual coordinate system (straight phi, omega) overlaying the two halves of the tectal surface in a nonsymmetric way may imply an additional orienting function for the TeO over and above that of a simple compass (e.g., homing navigation as distinct from migrational navigation).
Article
The effects of magnetic fields of extremely low frequency (ELF, 21 microT r.m.s.) on cells of different Escherichia coli K12 strains and human lymphocytes were studied by the method of anomalous viscosity time dependence (AVTD). Within the frequency range of 6-24 Hz, two resonance-type frequency windows with maximal effects at 9 Hz and 16 Hz were observed in response of GE499 strain. Only one frequency window with maximum effect at 8.5 Hz was found for GE500 cells. These data along with previously obtained for two other E. coli strains, AB1157 and EMG2, indicate that frequency windows are dependent on genotype of cells exposed to ELF. Resonance-type effects of ELF were also observed in human lymphocytes in frequency windows around 8 and 58 Hz. These ELF effects differed significantly between studied donors, but were well reproducible in independent experiments with lymphocytes from the same donors. The frequency windows in response of E. coli strains and human lymphocytes to ELF significantly overlapped suggesting that the same targets may be involved in this response. We compared the frequency windows with predictions based on the ion cyclotron resonance (ICR) model and the magnetic parametric resonance model. These models predicted effects of ELF magnetic fields at the 'cyclotron' frequencies of some ions of biological relevance. According to the ICR model, ELF effects should be also observed at harmonics of cyclotron frequencies and, contrary, parametric resonance model predicted effects at subharmonics. While we observed coincidence of each experimental resonance frequency with predictions of one of these two models, all experimentally defined effective frequency windows were in good agreement with relatively narrow frequency ranges of both harmonics and subharmonics for natural isotopes of Na, K, Ca, Mg, and Zn ions. The experimental data support idea that both harmonics and subharmonics of several biologically important ions are involved in frequency-dependent ELF effects in cells of different types.
Article
A recent experiment on a physical, nonbiological system of ions at room temperature has proved that microscopic ion currents can be induced by applying simultaneously two parallel magnetic fields, one rather weak static field, (-->)B(0) and one much weaker alternating field, (-->) B(ac),[B(ac) approximately 10(-3) B(0)] whose frequency coincides with the cyclotron frequency v = qB(0)/2pim of the selected ion. As a result, ionic bursts lasting up to 20 s and with amplitude up to 10 nA arise. The much larger exchanges of energy induced by thermal agitation (the "kT-problem") appear to play no role whatsoever. We have analyzed this problem in the framework of coherent quantum electrodynamics, reaching the following conclusions: (a) as has been shown in previous articles, water molecules in the liquid and solute ions are involved in their ground state in coherent ordered configurations; (b) ions are able to move without collisions among themselves in the interstices between water coherence domains; (c) because of coherence, ions can follow classical orbits in the magnetic fields. A full quantitative understanding of the experiments is thus reached.
Article
In this study we show a reproduction of the Zhadin experiment, which consists of the transient increase of the electrolytic current flow across an aqueous solution of L-arginine and L-glutamic acid induced by a proper low frequency alternating magnetic field superimposed to a static magnetic field of higher strength. We have identified the mechanisms that were at the origin of the so-far poor reproducibility of the above effect: the state of polarization of the electrode turned out to be a key parameter. The electrochemical investigation of the system shows that the observed phenomenon involves the transitory activation of the anode due to ion cyclotron frequency effect, followed again by anode passivation due to the adsorption of amino acid and its oxidation products. The likely occurrence of similar ion cyclotron resonance (ICR) phenomena at biological membranes, the implications on ion circulation in living matter, and the consequent biological impact of environmental magnetic fields are eventually discussed.
Article
We consider the dissipative properties of large quantum systems from the point of view of kinetic theory. The existence of a nontrivial collision operator imposes restrictions on the possible collisional invariants of the system. We consider a model in which a discrete level is coupled to a set of quantum states and which, in the limit of a large "volume," becomes the Friedrichs model. Because of its simplicity this model allows a direct calculation of the collision operator as well as of related operators and the constants of the motion. For a degenerate spectrum the calculations become more involved but the conclusions remain simple. The special role played by the invariants that are functions of the Hamiltonion is shown to be a direct consequence of the existence of a nonvanishing collision operator. For a class of observables we obtain ergodic behavior, and this reformulation of the ergodic problem may be used in statistical mechanics to study the ergodicity of large quantum systems containing a small physical parameter such as the coupling constant or the concentration.
Article
We test a non equilibrium approach to study the behavior of a Bose-Fermi mixture of alkali atoms in the presence of a Feshbach resonance between bosons and fermions. To this end we derive the Hartree-Fock-Bogoliubov (HFB) equations of motion for, the interacting system. This approach has proven very successful in the study of resonant systems composed of Bose particles and Fermi particles. However, when applied to a Bose-Fermi mixture, the HFB theory fails to identify even the correct binding energy of molecules in the appropriate limit. Through a more rigorous analysis we are able to ascribe this difference to the peculiar role that bosonic depletion plays in the Bose-Fermi pair correlation, which is the mechanism through which molecules are formed. We therefore conclude that molecular formation in Bose-Fermi mixtures is driven by three point and higher order correlations in the gas, unlike any other resonant system studied in the context of ultra-cold atomic physics.
RF fields on the efflux of calcium ions from brain tissue in vitro
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