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Dmitriev, A. L.

doi:10.1023/a:1023693416472

Cited by 14 publications

(13 citation statements)

References 1 publication

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“…Dmitriev et al are confident that their observed results, the reduction of weight as temperature increases, is correct [3]. They point out, "It is well known that the temperature regimes play an important role when weighing with high accuracy.…”

Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 94%

“…In 2003 Dmitriev, Nikushchenko, & Snegov showed, however, that a brass metal rod heated by ultrasound has a reduced weight as the temperature increases [3]. Their results can be shown in the following figures.…”

Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 97%

“…However, they incorrectly regard the reduction of weight as a reduction of mass. Apparently, they do not understand that if the repulsive gravitation is present, to measure mass through gravitation is no longer valid [3][4][5].…”

Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 99%

“…In physics, a theoretical conclusion may not be valid unless it is supported by experiments because in physics implicit assumptions could be used without knowing it. On the other hand, an experimental result could be misinterpreted [3,4]. For examples, an implicit assumption in the space-time singularity theorems of Penrose and Hawking is that all the coupling constants have the same sign and Einstein's claim of E = mc 2 [7].…”

Section: The Inertial Mass and Einstein's Invalid Gravitational Massmentioning

confidence: 99%

“…Nevertheless, it is possible that the mass and gravity can be distinguished with the first approximation of a formula for the period T of a pendulum as follows [11]: (3) where l is the length of the pendulum and g is the gravitational acceleration. Thus, the change of mass of the pendulum would not change the period of the pendulum, but if the g changes, the period T of the pendulum will be changed.…”

Section: The Inertial Mass and Einstein's Invalid Gravitational Massmentioning

confidence: 99%

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The Temperature Dependence of Gravitation, and Errors of Einstein and Penrose on Gravitation

Lo¹

2021

J Eng App Sci Technol

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Newton claimed that gravity is independent of the temperature, and Einstein claimed as the temperature increases, gravity also increases. However, experiments show that the weight of a metal piece is reduced as temperature increases. Thus, it is impossible to obtain an accurate Newtonian coupling constant through direct measurements. Einstein’s notion of gravitational mass is invalid due to repulsive gravitation was over-looked. In fact, the attractive current-mass interaction has been verified, and the repulsive charge-mass interaction has been shown by a lifted-up capacitor, charged with very high voltage, hovering on Earth. When E is the electromagnetic energy, E = mc2 is inconsistent with the Einstein equation. Galileo, Newton, Maxwell, and Einstein all over-looked the repulsive gravitation. Both Einstein and Penrose do not understand the principle of causality. Penrose produced an unbounded solution with unphysical parameters for the Einstein equation that also does not have any dynamic solution. The repulsive gravitation implies that general relativity must be extended to a five-dimensional theory. Penrose’s proof for the existence of black holes is invalid because he failed to account for the repulsive gravitation, and the five-dimensional theory is still incomplete.

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Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 94%

Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 97%

Section: Influence Of the Temperature Of A Body On Its Weightmentioning

confidence: 99%

Section: The Inertial Mass and Einstein's Invalid Gravitational Massmentioning

confidence: 99%

Section: The Inertial Mass and Einstein's Invalid Gravitational Massmentioning

confidence: 99%

See 3 more Smart Citations

The Temperature Dependence of Gravitation, and Errors of Einstein and Penrose on Gravitation

Lo¹

2021

J Eng App Sci Technol

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Physical Substantiation of an Opportunity of Artificial Change of Body Weight

Dmitriev

2012

Physics Procedia

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Measurements of the Influence of Acceleration and Temperature of Bodies on their Weight

Dmitriev¹

2008

AIP Conference Proceedings

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A brief review of experimental research of the influence of acceleration and temperatures of test mass upon gravitation force, executed between the 1990s and the beginning of 2000 is provided. According to a phenomenological notion, the acceleration of a test mass caused by external action, for example electromagnetic forces, results in changes of the gravitational properties of this mass. Consequences are a dependence upon gravity on the size and sign of test mass acceleration, and also on its absolute temperature. Results of weighing a rotor of a mechanical gyroscope with a horizontal axis, an anisotropic crystal with the big difference of the speed of longitudinal acoustic waves, measurements of temperature dependence of weight of metal bars of non-magnetic materials, and also measurement of restitution coefficients at quasi-elastic impact of a steel ball about a massive plate are given. A negative temperature dependence of the weight of a brass core with relative size near 5·10 -4 K -1 at room temperature was measured; this temperature factor was found to be a maximum for light and elastic metals. All observably experimental effects, have probably a general physical reason connected with the weight change dependent upon acceleration of a body or at thermal movement of its microparticles. Paper presented at the 5

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Untitled

Cited by 14 publications

References 1 publication

The Temperature Dependence of Gravitation, and Errors of Einstein and Penrose on Gravitation

The Temperature Dependence of Gravitation, and Errors of Einstein and Penrose on Gravitation

Physical Substantiation of an Opportunity of Artificial Change of Body Weight

Measurements of the Influence of Acceleration and Temperature of Bodies on their Weight

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