Newtonian tidal theory and PPN metric theory. Variable G and earthquakes,II |
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| Authors: | D D Dionysiou G A Papadopoulos E N Sarris P G Tsikouras |
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| Institution: | (1) Department of Mathematics, Hellenic Air-Force Academy, Dekelia, Attica, Greece |
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| Abstract: | The tidal accelerations due to the Moon and the Sun can be computed at the same time and place of the earthquake events. The search for an earthquake-tide correlation has been referred to small Greek regions and in certain magnitude range. The events correlating with the tides are functions of the angles of the place with respect to the sublunar and subsolar points. A significant correlation has been obtained between the earthquake events and the gravity tide which means that tides are one of the most important triggering mechanism, or in other words, triggering appears as function of Newtonian or Post-Newtonian gravity. Any tidal correlation of earthquakes, which has been examined in this paper, is explicitly given by Tables and Figures as a function of Newtonian and Post-Newtonian gravity.The present paper completes the previous one.This work has been supported by the Greek General Secretariat of Research and Technology under Grant No. 89E 160. |
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