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GRAVITATIONAL RESONANCE

Rastislav Vallo

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Equation and solution

    Abstract:   Gravitational resonance (GR), is the mathematical definition which expresses the relation of body rotation and of the eccentricity of orbit. It defines the final stable state into which all bodies flow. Many of them have already achieved that ultimate state. It solves the problemacy of all rotations (positive, negative, zero) at a free mass of bodies. It is the system that it brings into the theory of resonance.
    GR represents the solution for all orbits - the circular, parabolic and direct orbits are extremes. The basic equation of GR is:
                2
e = 1 - --------    (0)
              1 + s

This equation has two identic variants (arranged in a mathematical way) : e = f ( s ) and s = f (e), as partial solutions of the equation of resonance ( R ), R = f ( s, e ), with the solution for R = 0 .

Graph of the fuction GR ... according to identic equations (0), (1), (2)
STUDY A, B, C                ... and imaginary solutions in co-ordinating systems
STUDY A - 17 images    ... partial solution for excentricite e = 0
STUDY B -   7 images    ... partial solution for SPIN            s = 4
STUDY C - 14 images    ... real solutions                           s > = 1
Image no. 5                     ... according to equations (1) and (7) - limite of GR
NONSENS -        test !

Demo Program of GR (74 kB)

Text theory of GR (29 kB)

Please mail to: Rastislav Vallo - [email protected]