The Physics of Earthquake Phenomena

Cover The Physics of Earthquake Phenomena
The Physics of Earthquake Phenomena
Cargill Gilston Knott
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11-12 26-27 8-9 14 8 1 11 15 . 0557 0663 0602 0255 0501 0551 0705 0695 0258 ?> 5 To quote from the paper of 1896, a study of this table ' discloses the presence of certain features which have no raison d'etre on any rational theory of tidal stresses. The most important of these is the fact that the nodical month (that is, the passage of the moon from node to node), which has no direct connexion with tidal stress periodicity, is characterized by amplitudes greater on the average than those corre...sponding to the other months '. There is also, as Schuster pointed out, the question as to the relative magnitudes of the amplitudes and the expectancy or probable value of the amplitude if the events were quite disconnected and subject to no periodic law. The proba- 1 I give here in a footnote the table of amplitudes and phases obtained from the same set of data by use of Fourier's analysis. The amplitudes are relatively very similar ; but the phases differ considerably. Amplitudes, c, and Phases, a, of the First Four Harmonics Month Ci c Co c 4 o o 2 ^

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