Читать книгу Verification of M.Faraday's hypothesis on the gravitational power lines онлайн
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Thus, in a mathematical model expressing the regularity of planetary and satellite distances should include the mass of the central body and the period of its rotation, two factors (mass movement) determining the occurrence of gravimagnetic forces in the system.
Further, in the synthesis equation, it seemed natural, should include the gravitational constant G. By a large number of trial calculations, it was found that equation (mathematical model) that combines planetary and satellite systems, is the expression:
r = n2(GMT/C)0.5, (5)
where n is the number of whole (quantum) numbers, C is a constant having the dimension of velocity, cm/s, see table 2.
Table 2. The values of the constants k and C
Consider in more detail and compare the constants C, included in gravimagnetic equation (1), (3) and equation (5). In both cases, the constants have the same dimension cm/s and approximate nearer value. The average value of the constants included in equations (3) and (5) respectively of 2.16.108 and 4,01.108 cm/s, We can assume that we are talking about the same dynamic gravitational constant, similar to the electrodynamics constant, i.e. the speed of light.