Methods for solving the system of nonlinear oscillation equations that determine the gravitational constant

被引:0
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作者
V. M. Shakhparonov
机构
[1] Moscow State University,Department of Physics
来源
Moscow University Physics Bulletin | 2014年 / 69卷
关键词
oscillation equation; gravitational constant; torsion balance; dynamic method; destabilizing factors; magnetic properties;
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摘要
Methods for solving a system of nonlinear oscillation equations are discussed. The perspective for functional enhancement of existing methods for determining the gravitational constant, G, at an aspheric configuration of interacting bodies was demonstrated. A paper that was presented in DAN SSSR, 245, N3 (1979) is analyzed. The dependence of the G value on the position of attracting masses may be explained by the paramagnetic effect. Its mass point imitation, which defines its value and position, resulted in the standard G value.
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页码:162 / 168
页数:6
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