ABSTRACT
The planetary geometries were studied at the moments of 92 strong
earthquakes with a magnitude of more than 8 on the Richter scale (R8+) for the
period from 1900 to 2011. Three main planetary schemes were specified, namely
the schemes of the generalized Archimedes lever (gAL) and the Kepler
conjunction (gKc), as well as a new geometry of the triangles of the remote
signal catcher (cRS). It was discovered 22 gAL, 42 gKc and 28 cRS geometries, which
are 23.9%, 45.7%, and 30.4%, respectively, from the total 92 studying cases. It was found
that in some earthquakes; the planetary geometries are absolutely identical,
which indicates the universality of the mechanism that caused the earthquake.
The triggered effect does not depend on the distance between the planets and
the mass of the planets, so the mechanism is identified as an inertial
gravitational interaction. The triggered effect increases with the multiplicity
of the ratio of distances between planets, as well as with pairwise planetary
parallelism, which probably indicates about the wave nature of inertial
effects. The triggering effect increases with increasing multiplicity of the
ratio of distances between planets, as well as with pairwise planetary
parallelism, which probably indicates about the wave nature of inertial
effects. According to the Archimedes’ lever principle, the Third Law of Motion
is changed by adding a few words. It is assumed that inertia is a special case
of gravity, namely gravitational self-induction, which really depends, like any
self-induction, only on the geometry of the task.