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Valery Borisovich Morozov

Valery Borisovich Morozov
PNP "SIGNUR", Moscow, Russia · Instrument Development Departmen

Master of Science

About

182
Publications
211,470
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222
Citations
Citations since 2016
168 Research Items
204 Citations
201620172018201920202021202201020304050
201620172018201920202021202201020304050
201620172018201920202021202201020304050
201620172018201920202021202201020304050
Introduction
Now I am engaged in classical GR. Using Einstein's ideas about the basics of general relativity and using the methods of tensor analysis. Now received the equation of a gravitational field suitable for the big fields.

Publications

Publications (182)
Preprint
Full-text available
Решена задача, поставленная Эйнштейном в 1913 году, о включении тензора энергии-импульса гравитационного поля в ковариантное уравнение гравитационного поля. В не слишком больших полях новое уравнение гравитационного поля переходит в уравнение Эйнштейна. Из нового уравнения следует локальный закон сохранения. В решениях уравнения отсутствуют сингуля...
Preprint
Full-text available
The problem posed by Einstein in 1913 related to the inclusion of the energy-momentumtensor of the gravitational field in the equation of the same gravitational field has been solved.At the same time, it was possible to preserve the covariance of the equation. In small fields, thenew gravitational field equation successfully transforms into the Ein...
Preprint
Full-text available
A metric is found that is a solution to the Einstein equation and describes a stationary infinite space with a constant speed of light. This space has a constant scalar curvature and satisfies the improper Einstein equation. The speed of the flow of time in such a space is lower the farther from the origin (of the observer). The redshift of such a...
Preprint
Full-text available
An equation for the gravitational field has been found that satisfies all the postulates of Einstein's theory of relativity and the law of conservation of momentum energy. In the region of small fields, the equation differs slightly from the Einstein equation. The solutions of the new equation do not contain singularities. Directly from the new equ...
Preprint
Full-text available
In 1915 Einstein divided the left-hand side of the gravitational field equation (the Ricci tensor) into two tensors, one of which goes to zero with a certain choice of coordinates. The property of this part of the Ricci tensor suggests that this part is related to the gravitational field, since it is known that only the energy-momentum tensor of th...
Preprint
Full-text available
Найден тензор энергии-импульса-напряжений риманова пространства общей теории относительности как функция метрического тензора. В пределе инерциального пространства этот тензор равен нулю, а в ньютоновском пределе принимает значение, принимает значение, вычисленное в пределе общей теории относительности. Это позволяет включить тензор энергии поля в...
Preprint
Full-text available
Proofs of the covariance of the vector Γ_μα^α are given. The possible consequences of this are discussed. Keywords: covariance, expansion of the Ricci tensor, gravitational field equation, momentum energy tensor of the gravitational field.
Preprint
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Приведены доказательства ковариантности вектора Γ_μα^α. Обсуждаются вероятные последствия этого факта
Article
Full-text available
A gravitational field equation has been found that is completely in keeping with all of the postulates of Einstein's Theory of Relativity and the Law of Conservation of Momentum and Energy. This is achieved by introducing the gravitational field into the energy-momentum tensor equation. In the region of the small fields possessed by smaller fields,...
Article
Full-text available
The problem posed by Einstein in 1913 related to the inclusion of the energy-momentum tensor of the gravitational field in the equation of the same gravitational field has been solved. At the same time, it was possible to preserve the covariance of the equation. In small fields, the new gravitational field equation successfully transforms into the...
Preprint
Full-text available
An equation for the gravitational field has been found that satisfies all the postulates of Einstein's theory of relativity and the law of conservation of momentum energy. In the region of small fields of small fields, the equation differs slightly from the Einstein equation. The solutions of the new equation do not contain singularities. Directly...
Preprint
1. Второе начало термодинамики некоторое время назад утратило статус абсолютного закона. Эквивалент второго начала эля электромагнитного излучения-принцип взаимности доказывается только для систем без магнитного поля [1]. Действительно, действительно среда с магнитным полем симметрию распространения электромагнитных волн во взаимно противоположных...
Article
Full-text available
A metric has been found that describes space with a constant speed of light. This space, like de Sitter space, has a constant scalar curvature and satisfies the Einstein equation. The main application of de Sitter space is its use in general relativity, where it serves as one of the simplest mathematical models of the universe consistent with the o...
Preprint
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Найдена метрика, являющееся решением уравнения Эйнштейна и описывающая стационарное бесконечное пространство с постоянной скоростью света. Это пространство имеет постоянную скалярную кривизну и удовлетворяет несобственному уравнению Эйнштейна. Скорость течения времени в таком пространстве тем ниже, чем дальше от начала координат (наблюдателя). Крас...
Preprint
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Найдена метрика, описывающая однородное, бесконечное пространство с постоянной скоростью света. Это пространство имеет постоянную скалярную кривизну и удовлетворяет несобственному уравнению Эйнштейна с постоянной правой частью. Скорость течения времени в таком пространстве тем ниже, чем дальше от начала координат (наблюдателя).
Article
Full-text available
Energy density of gravity field is obtained. This allows realization of the Einstein's postulate that any energy is a source of a gravity field. In the non-relativistic case, this allows to enter the gravitational energy as a source of the field in the Poisson equation. This equation takes an intermediate position between the Poisson equation and t...
Article
Full-text available
The sequence of A. Einstein's ideas in the development of the general covariant equation of the gravitational field is restored. Initially, the general theory of relativity was based on the principle that any energy, including the energy of the gravitational field, is the source of the gravitational field. However, Einstein had to remove this princ...
Preprint
Full-text available
A metric has been found that describes space with a constant speed of light. This space,like de Sitter space, has a constant scalar curvature and satisfies the Einstein equation
Preprint
Full-text available
Найдена метрика, описывающая пространство с постоянной скоростью света. Это пространство подобно пространству де Ситтера имеет постоянную скалярную кривизну и удовлетворяет уравнению Эйнштейна.
Article
Full-text available
Within the framework of the classical general theory of relativity, a conformally flat metric with a constant speed of light is considered. The Einstein tensor of this metric leads to a non-trivial Einstein equation without a cosmological constant, on the right side of which is the energy-momentum tensor, which depends only on the parameter v(t). T...
Preprint
Full-text available
Within the framework of the classical general theory of relativity, a conformally flat metric with a constant speed of light is considered. The Einstein tensor of this metric leads to a non-trivial Einstein equation without a cosmological constant, on the right side of which is the energy-momentum tensor, which depends only on the parameter v\left(...
Preprint
Full-text available
Within the framework of the classical general theory of relativity, a conformally flat metric with a constant speed of light is considered. The Einstein tensor of this metric leads to a non-trivial Einstein equation without a cosmological constant, on the right side of which is the energy-momentum tensor, which depends only on the parameter v(t). T...
Preprint
Full-text available
The sequence of A. Einstein's ideas in the development of the general covariant equation of the gravitational field is restored. Initially, the general theory of relativity was based on the principle that any energy, including the energy of the gravitational field, is the source of the gravitational field. However, Einstein had to remove this princ...
Preprint
Full-text available
Восстановлена последовательность идей А. Эйнштейна при разработкеобщековарантного уравнения гравитационного поля. Первоначально в основе общейтеории относительности лежал принцип, гласящий, что любая энергия, включая энергиюгравитационного поля, является источником гравитационного поля. Однако Эйнштейнупришлось удалить этот принцип из окончательног...
Preprint
Full-text available
Это история уравнений Эйнштейна. Есть немало хороших исторических работ. Но, по нашему мнению, иногда исследователи недостаточно внимания уделяли деталям, которые могли оказаться важными для понимания того, что и как сделал Эйнштейн. Мы исходили из хорошо известной работы ВП Визгина и ЯА Смородинского [1]. Однако не стоит ожидать полемики, речь пой...
Article
Full-text available
Удалось включить в уравнение Эйнштейна тензор энергии-импульса гравитационного поля. Этого требует эйнштейновский принцип, согласно которому, любая энергия является источником гравитационного поля, в том числе и энергия гравитационного поля, и от которого Эйнштейн вынужден был отказался при выводе уравнения Эйнштейна. Новое уравнение гравитационног...
Preprint
Full-text available
Рассматриваются допустимые системы отсчета в теории относительности. Приведенпример ошибочного применения нелинейных преобразований координат. Рассмотрены ограничения,накладываемые на релятивистские системы отсчета. Решается так называемый релятивистскийпарадокс Белла, так как использованная автором система отсчёта не является физической
Preprint
Full-text available
Admissible frames of reference in the theory of relativity are considered. An example ofthe erroneous application of nonlinear coordinate transformations is given. The restrictionsimposed on relativistic frames of reference are considered. The so-called relativistic Bell paradoxis solved, since the frame of reference used by the author is not physi...
Preprint
Full-text available
Удалось включить в уравнение Эйнштейна тензор энергии-импульса гравитационного поля. Этого требует эйнштейновский принцип, согласно которому, любая энергия является источником гравитационного поля, в том числе и энергия гравитационного поля, и от которого Эйнштейн вынужден был отказался при выводе уравнения Эйнштейна. Новое уравнение гравитационног...
Article
Full-text available
Here have one brief description of the new gravitational field equation. Einstein introduced into general relativity the postulate that the source of the gravitational field is energy of any kind, including the energy of the gravitational field itself. However, in the modern version of the gravitational field equation, the gravitational field energ...
Article
Full-text available
In 1915 Einstein divided the left-hand side of the gravitational field equation (the Ricci tensor) into two tensors, one of which goes to zero with a certain choice of coordinates. The property of this part of the Ricci tensor suggests that this part is related to the gravitational field, since it is known that only the energy-momentum tensor of th...
Preprint
Full-text available
Описана процедура уточнения уравнения гравитационного поля Эйнштейна. The procedure for refining the Einstein's gravitational field equation is described.
Presentation
Full-text available
Это изложение теории со столетней историей. Титанический труд, вызывающий восторг просвещенных людей. Продукт сомнений, ошибок и озарений Эйнштейна. Заглянем в дальние закоулки теории. И попытаемся распутать клубок проблем.
Article
Full-text available
The important point of solutions of many problems in the frameworks of the general relativity theory is the assumption that at the infinity, gravity fields of limited-in-space field sources have the Newtonian field as their limit. In particular, it is assumed that the Newtonian field is described by the metric with the zero curvature. On the condit...
Article
Full-text available
В этой статье показано, что космологическая постоянная в уравнениях поля Эйнштейна - это не универсальная постоянная, а постоянная интегрирования и, следовательно, постоянный параметр. Повторное объявление космологической постоянной из постоянного параметра в универсальную константу в общей теории относительности Эйнштейна на самом деле является не...
Article
Full-text available
In this article it is demonstrated, that the cosmological constant in Einstein's field equations is not a universal constant but a constant of integration and therefore a constant parameter. The re-declaration of the cosmological constant from a constant parameter to a universal constant in Einstein's general relativity is in fact an unnecessary re...
Preprint
Full-text available
The symmetry of energy flows (reciprocity) is an analogue of the thermodynamics second law in the theory of waves. This concept holds true for spontaneous flows of energy. On the other hand, from a violation of the symmetry of the energy flows, a local violation of the thermodynamics second law would follow. The non-reciprocal devices have long bee...
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1. Не так давно был опубликован [1] удивительный результат. Авторы продемонстрировали сверхпроводящий диод с магнитным управлением в многослойной структуре [Nb/V/Ta]n без центра инверсии. Кривая невзаимного сопротивления в зависимости от тока при переходе из сверхпроводящего состояния в нормальное четко наблюдалась при измерении направления тока, п...
Article
Full-text available
The symmetry of energy flows (reciprocity) is an analogue of the thermodynamics second law in the theory of waves. This concept holds true for spontaneous flows of energy. On the other hand, from a violation of the symmetry of the energy flows, a local violation of the thermodynamics second law would follow. The non-reciprocal devices have long bee...
Preprint
Full-text available
В основе изложения работы Эйнштейна, при этом мы отдаем предпочтение прямому цитированию вместо пересказа текста. При этом, по возможности, сохраняя обозначения и нумерацию формул. Забытый постулат. В 1913 году Эйнштейн сформулировал основные принципы релятивистской теории гравитации, ныне называемой общей теорией относительности
Preprint
Full-text available
The gravitational field of spatially limited sources at infinity has a Newtonian field as its limit. In particular, it is assumed that the Newtonian field is described by a metric with zero curvature. From the condition of equality to zero of the Riemann curvature tensor, an ordinary differential equation with two unknown functions is found. Additi...
Article
Full-text available
By neglecting the cosmological constant Λ, Einstein's field equations in absence of matter and other fields read G_{ik} = 0, which is not reasonable, since it violates the conservation law of total energy, momentum, and stress, because the gravitational field energy and momentum density cannot be represented by a vanishing Einstein tensor. In order...
Preprint
Full-text available
By neglecting the cosmological constant L, Einstein’s field equations in absence of matter and other fields read Gik = 0, which is not reasonable, since it violates the conservation law of total energy, momentum, and stress, because the gravitational field energy and momentum density cannot be represented by a vanishing Einstein tensor. In order to...
Preprint
Full-text available
By neglecting the cosmological constant L, Einstein’s field equations in absence of matter and other fields read Gik = 0, which is not reasonable, since it violates the conservation law of total energy, momentum, and stress, because the gravitational field energy and momentum density cannot be represented by a vanishing Einstein tensor. In order to...
Preprint
Full-text available
The article is not a modification of Einstein's general theory of relativity. Does not contain any hypotheses that disfigure the theory. This is Einstein's general theory of relativity, which implements Einstein's idea of the gravitational field as the source of the gravitational field. The gravitational energy tensor is introduced into the equatio...
Preprint
Full-text available
Статья не является модификацией общей теории относительности Эйнштейна. Не содержит каких либо гипотез, которые уродуют теорию. Это общая теория относительности Эйнштейна в которой реалидована идея Эйнштейна об гравитационном поле как источнике гравитационного поля. В уравнение вводится тензор энергии гравитационногввести тензор энергии-импульса г...
Data
Another metric asymptotically equal to the Schwarzschild metric. Has no singularities outside the origin.
Preprint
Full-text available
The important point of solutions of many problems in the frameworks of the general relativity theory is the assumption that at the infinity, gravity fields of limited-in-space field sources have the Newtonian field as their limit. In particular, it is assumed that the Newtonian field is described by the metric with the zero curvature. On the condit...
Preprint
Full-text available
An essential detail in the solution of many problems of general theory of relativity is the assumption that the gravitational field of sources bounded in space at infinity has its limit as a Newtonian field. In particular, it is assumed that the Newtonian field is described by a metric with zero curvature. From the condition of equality to zero of...
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The curvature tensor, its convolutions, and Christoffel symbols are found.
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Calculations of the curvature tensor of the gravitational wave metric, its convolution, including the Einstein tensor
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Riemann, Ricci, Einstein tensors and Christoffel symbols boundary metric at infinity
Preprint
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Energy density of gravity field is obtained. This allows realization of the Einstein's postulate that any energy is a source of a gravity field. In the non-relativistic case, this allows to enter the gravitational energy as a source of the field in the Poisson equation. This equation takes an intermediate position between the Poisson equation and t...
Preprint
Full-text available
The energy density of the gravitational field is obtained. This makes it possible to implement Einstein's postulate that any energy is a source of a gravitational field. In the nonrelativistic case, this allows one to introduce gravitational energy into the Poisson equation as a source of the field. This equation is intermediate between Poisson's a...
Preprint
Full-text available
An essential part of solving of many problems concerning the general relativity theory is the assumption that at infinity, gravity fields of finite space sources has the Newtonian field as its limit. In order to be substantive, the accelerated frame of reference with the linear dependence in a flat space will be considered. Such a metric exists and...
Preprint
Full-text available
An essential detail in the solution of many problems of general theory of relativity is the assumption that the gravitational field of sources bounded in space at infinity has its limit as a Newtonian field. Specifically, an accelerated frame of reference with a linear dependence g_00 in flat space. Such a metric exists and we managed to find it. I...
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Einstein ensured the covariance of the gravity field equation as follows: from his equation, he excluded the gravity field as a source of a gravity field (1915). However, in 1913, Einstein introduced the mandatory relativistic principle, according to which the gravity field energy was a fully functional source of a field. Here, this principle was f...
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In 1913, Einstein introduced the obligatory relativistic principle, according to which the energy of the gravitational field is a full-fledged source of the field. Here this principle was successfully implemented in the equation of Einstein's gravitational field of the sample of 913, which, along with the energy-momentum tensor of matter, contains...
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The Einstein's postulate is discussed that the gravitational field energy itself is the source of the gravitational field. However, Einstein provided his gravitational field equation with the covariance by excluding (from the equation) the gravitational field as the source of the gravitational field. This article explores how an additional gravitat...
Preprint
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Einstein's postulate that the energy of the gravitational field itself is the source of the gravitational field is discussed. However, Einstein ensured the covariance of the gravitational field equation by eliminating the gravitational field from the equation as a source of the gravitational field. It turns out how the additional gravitational fiel...
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An off-diagonal metric with homogeneous Christoffel symbols is calculated. And believable energy density and tension.
Article
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The author's purpose in this article is to draw readers' attention to the magnetic properties of the neutron component of the neutron stars. Under high pressure, the neutrons form the Bose-Einstein condensate of triplet Cooper pairs of neutrons. This superfluid condensate is a ferromagnetic having a domain structure. That is why it is reasonably to...
Article
Full-text available
The Christoffel's criterion of his symbols independence on coordinates in a homogenous field offers a metric of a homogenous field of accelerations. However, this result is ambiguous. So the issue of a metric existence of a homogenous gravitational field remains open. Thus, the task of finding the only physically justified metric of a homogeneous g...
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The Christoffel's criterion of his symbols independence on coordinates in a homogenous field offers a metric of a homogenous field of accelerations. However, this result is ambiguous. So the issue of a metric existence of a homogenous gravitational field remains open.
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Homogeneous space without a field metric
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Homogeneous field metric in which all elements of the fundamental tensor are nonzero
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The criterion for the independence of the Christoffel symbols from the coordinates in a homogeneous field allows us to obtain the metric of a homogeneous acceleration field. But the result is mixed. Thus, the question of the existence of a metric of a uniform gravitational field remains open.
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Christoffel Lass metrics found
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Podosenov’s metric is unique. Its scalar curvature is constant and it is homogeneous from the point of view of the inertial reference frame.
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Using Maple, Christoffel symbols and other parameters of the Schwarzschild metric are obtained
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Christoffel symbols in spherical coordinates in a zero gravitational field. body motion in Minkowski space along curvilinear coordinates
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Homogeneous metric data presented
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Fock Metric Data Presented
Preprint
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The author's purpose in this article is to draw readers' attention to the magnetic properties of the neutron component of the neutron stars. Under high pressure, the neutrons form the Bose-Einstein condensate of triplet Cooper pairs of neutrons. This superfluid condensate is a ferromagnet having a domain structure. That is why it is reasonably to c...
Preprint
Full-text available
The purpose of the article is to draw the reader's attention to the magnetic properties of the neutron component of neutron stars. Under high pressure conditions, neutrons form a Bose-Einstein condensate of triplet Cooper pairs of neutrons. Such a superfluid condensate is a ferromagnet with a domain structure. This allows us to consider a neutron s...
Article
Full-text available
Here we are talking about the equivalence of Einsteinian gravitation equations solutions to relativist accelerated frames. It was established that there is a uniformly accelerated frame. Such a frame is deformed as an acceleration result, but it is a stiff frame according to Born, i.e. its metric tensor does not depend on time. The frame is pseudo-...
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The Einsteinian equivalence principle allows – by natural way – resolving the J. Bell’s relativistic paradox. The metrics were found of uniformly accelerated relativistic systems. An experimental verification of the relations obtained is proposed.
Article
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The Riemann metric and its convolutions are obtained.
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Рассматривается метрика однородного изотропного поля. Непрерывное поле однородно в пределе малых областей. Это позволяет записать метрику непрерывного поля в общем виде. Единственный параметр метрики, задан волновым уравнением. Это позволяет найти гравитационное поле для класса задач, ограниченного локально изотропными полями. Задача Шварцшильда им...
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Эйнштейн обеспечил общековариантность уравнения гравитационного поля, исключив из уравнения гравитационное поле как источник гравитационного поля. Поэтому для решений уравнения Эйнштейна не существует локального закона сохранения энергии-импульса. Метрика однородного поля не принадлежит к решениям уравнения Эйнштейна. These problems of general rela...
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In Einstein equation, there is seen an absence of a gravity field as a source of another gravity field. That is why for the Einstein equation solutions, the local law of energy-momentum conservation is not true. The exact metric of homogeneous fields does not belong to Einstein equation solutions. That is why, the problem arouses of constructing of...
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В уравнении Эйнштейна отсутствует гравитационное поле как источник гравитационного поля. Поэтому для решений уравнения Эйнштейна не выполняется локальный закон сохранения энергии-импульса. Точная метрика однородного поля не принадлежит к решениям уравнения Эйнштейна. Поэтому возникает проблема построения уравнения гравитационного поля, основанного...
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Einstein and Fokker proposed the metric supporting the relativity principle. Based on this metric, the metric is found of isotropic homogeneous field. This metric is not a solution of the Einstein’s equation; so this one must comply with a new equation of gravity field. The solution of Schwarzschild problem obtained with use of this equation is equ...
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Эйнштейн и Фоккер предложили метрику, поддерживающую принцип относительности. На основе этой метрики найдена метрика изотропного однородного поля. Эта метрика не является решением уравнения Эйнштейна, и должна удовлетворять новому уравнению гравитационного поля. Решение задачи Шварцшильда с помощью этого уравнение асимптотически равно решению Шварц...
Article
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A general theory of relativity is formulated without Einstein’s equation. Einstein’s tensor ties the space metric to the stress-energy tensor of a gravitational field. A homogeneous isotropic field metric is under consideration. In particular, the metric for a homogeneous isotropic universe possesses the anticipated density of our own universe. The...
Article
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The Newtonian gravity law was deduced with a correction for a non-zero density of a gravity field. The new gravity law is virtually almost entirely congruent with the Schwarzschild attraction law in a zone somewhat distant from the Schwarzschild radius. This confirms with great certainty the hypothesis of A. Einstein that the energy of the gravitat...
Article
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The Newtonian gravity law was deduced with a correction for a non-zero density of a gravity field. The new gravity law is virtually almost entirely congruent with the Schwarzschild attraction law in a zone somewhat distant from the Schwarzschild radius. This confirms with great certainty the hypothesis of A. Einstein that the energy of the gravitat...
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Эйнштейновский принцип эквивалентности позволяет естественным способом разрешить релятивистский парадокс Дж. Белла. Найдены метрики однородно ускоренных релятивистских систем. Предлагается экспериментальна проверка полученных соотношений.
Preprint
Full-text available
The Newtonian gravity law was deduced with a correction for a non-zero density of a gravity field. The new gravity law is virtually almost entirely congruent with the Schwarzschild attraction law in a zone somewhat distant from the Schwarzschild radius. This confirms with great certainty the hypothesis of A. Einstein that the enregy of the gravitat...
Preprint
Full-text available
The Newtonian gravity law was deduced with a correction for a non-zero density of a gravity field. The new gravity law is virtually almost entirely congruent with the Schwarzschild attraction law in a zone somewhat distant from the Schwarzschild radius. This confirms with great certainty the hypothesis of A. Einstein that the enregy of the gravitat...
Article
Full-text available
A long enough interaction between a matter and a gravity field leads to considerable increase of the latter and to emergence of gravity field energy flux in the direction of matter acceleration. This is a direct consequence of the conservation law of energy-momentum. There have been obtained metrics of a spherically symmetric stationary gravity fie...
Article
Full-text available
A long enough interaction between a matter and a gravity field leads to considerable increase of the latter and to emergence of gravity field energy flux in the direction of matter acceleration. This is a direct consequence of the conservation law of energy-momentum. There have been obtained metrics of a spherically symmetric stationary gravity fie...
Preprint
A general theory of relativity is formulated without Einstein's equation. Einstein's tensor ties the space metric to the stress-energy tensor of a gravitational field. A homogeneous isotropic field metric is under consideration. In particular, the metric for a homogeneous isotropic universe possesses the anticipated density of our own universe. The...
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Рассматривается метрика однородного изотропного поля. Непрерывное поле однородно в пределе малых областей. Это позволяет записать метрику непрерывного поля в общем виде, единственный параметр, которой задается волновым уравнением. Задача Шварцшильда имеет непрерывное решение для r>0. Причем, это решение быстро приближается к шварцшильдовскому вне р...
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Full-text available
The Newtonian gravity law was deduced with a correction for a non-zero density of a gravity field. The new gravity law is virtually almost entirely congruent with the Schwarzschild attraction law in a zone somewhat distant from the Schwarzschild radius. This confirms with great certainty the hypothesis of A. Einstein that the enregy of the gravitat...
Preprint
Full-text available
The metric of a homogenously accelerated system found by Harry Lass is a solution of the Einstein's equation. The metric of an isotropic homogenous field must satisfy the new gravitational equation.
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Метрика однородно ускоренной системы, найденной Гарри Лассом, является решением уравнения Эйнштейна. Это доказывает, что принцип эквивалентности верен по крайней мере для однородного поля. Однако метрика Ласса анизотропна. Найдена метрика изотропного однородного поля. Эта метрика не является решением уравнения Эйнштейна, и должна удовлетворять ново...

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Is it true that Гaab is invariant?

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I understood education in the West is even worse than in Russia. Instead of the theory of relativity, you were offered slurred arithmetic. It is clear that you have no idea that Einstein created a new physics in 1905. He detailed and strictly outlined the new physics, where time acts as an independent physical coordinate. And from now on, the connection of time with coordinates determines the movement in inertial systems. Lorentz admitted that he did not understand the role of time in Lorentz transformations and stated that Einstein's approach was preferable. Einstein's work is a unique work that created a complete theory from a pair of axioms. Einstein did not attach much importance to this theory. This is a theory written "in one evening". This is a small part of what he did over the next 10 years. Read this and do not listen to the retellings of people of little knowledge. It's a great theory with great math. Decorated later by Minkowski. This is a mathematically coherent work. Perhaps the first physical theory built on axiomatics.
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We will talk about processes that break the symmetry of energy flows. So the Faraday effect allows you to create devices that allow electromagnetic waves to pass in one direction and lock in the other. Now these are real devices used in microwave technology. Non-reciprocal processes violate the second law of thermodynamics.
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In 1907, Einstein introduced the concept of a relativistic frame of reference, considering the frame of reference as a set of rulers and clocks. Now reference bodies of the relativistic system have a new parameter - proper time. Minkowski formulates the concept of physical space as a four-dimensional metric space-time. However, the time coordinate in this space is no longer independent of the other coordinates. The course of the clock depends on the speed and on the gravitational potential: “Thanks to the theory of relativity, the possibility of a four-dimensional interpretation of the “world” appears, since in this theory time loses its independence ...”, Einstein