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Article Open Access July 17, 2021

Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions

Yi-Fang Chang 1,*
1
Department of Physics, Yunnan University, Kunming 650091, China
Publihed in: Current Research in Public Health (Volume 1, Issue 1, 2021)
Page(s): 1-10
DOI: 10.31586/wjgg.2021.010101
Received
June 02, 2021
Revised
July 12, 2021
Accepted
July 16, 2021
Published
July 17, 2021
Keywords
Seismology; Nonlinear; Topology; Earthquake; Chaos; Fluid Dynamics; Prediction
Creative Commons

This is an Open Access article, distributed under the terms of the Creative Commons Attribution 4.0 International License (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted use, distribution and reproduction in any medium or format, provided the original work is properly cited.
Copyright: Copyright © The Author(s), 2021. Published by Scientific Publications
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Cite This Article

APA Style
Chang, Y. (2021). Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions. Current Research in Public Health, 1(1), 1-10. https://doi.org/10.31586/wjgg.2021.010101
ACS Style
Chang, Y. Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions. Current Research in Public Health 2021 1(1), 1-10. https://doi.org/10.31586/wjgg.2021.010101
Chicago/Turabian Style
Chang, Yi-Fang. 2021. "Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions". Current Research in Public Health 1, no. 1: 1-10. https://doi.org/10.31586/wjgg.2021.010101
AMA Style
Chang Y. Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions. Current Research in Public Health. 2021; 1(1):1-10. https://doi.org/10.31586/wjgg.2021.010101 
@Article{crph46,
AUTHOR = {Chang, Yi-Fang},
TITLE = {Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions},
JOURNAL = {Current Research in Public Health},
VOLUME = {1},
YEAR = {2021},
NUMBER = {1},
PAGES = {1-10},
URL = {/10.31586/wjgg-1-1-110.31586/wjgg/1/1/1},
ISSN = {2831-5162},
DOI = {10.31586/wjgg.2021.010101},
ABSTRACT = {First, we propose the nonlinear whole seismology and its three basic laws. Next, based on the nonlinear equations of fluid dynamics in Earth’s crust, we obtain a chaos equation, in which chaos corresponds to the earthquake, and shows complexity on seismology. But, combining the Carlson-Langer model and the Gutenberg-Richter relation, a simplified nonlinear solution and corresponding magnitude-period formula of earthquakes may be derived approximately. Further, we research the topological seismology. From these theories some predictions can be calculated quantitatively and are already tested. Combining the Lorenz nonlinear model, we may discuss the earthquake migration to and fro. Finally, if various modern scientific instruments, different scientific theories and some paranormal ways for earthquake are combined each other, the accuracy of multilevel prediction will be increased.},
}
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%A Chang, Yi-Fang
%D 2021
%J Current Research in Public Health

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%T Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions
%M doi:10.31586/wjgg.2021.010101
%U /10.31586/wjgg-1-1-110.31586/wjgg/1/1/1

TY  - JOUR
AU  - Chang, Yi-Fang
TI  - Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions
T2  - Current Research in Public Health
PY  - 2021
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UR  - /10.31586/wjgg-1-1-110.31586/wjgg/1/1/1
AB  - First, we propose the nonlinear whole seismology and its three basic laws. Next, based on the nonlinear equations of fluid dynamics in Earth’s crust, we obtain a chaos equation, in which chaos corresponds to the earthquake, and shows complexity on seismology. But, combining the Carlson-Langer model and the Gutenberg-Richter relation, a simplified nonlinear solution and corresponding magnitude-period formula of earthquakes may be derived approximately. Further, we research the topological seismology. From these theories some predictions can be calculated quantitatively and are already tested. Combining the Lorenz nonlinear model, we may discuss the earthquake migration to and fro. Finally, if various modern scientific instruments, different scientific theories and some paranormal ways for earthquake are combined each other, the accuracy of multilevel prediction will be increased.
DO  - Nonlinear Whole Seismology, Topological Seismology, Magnitude-Period Formula of Earthquakes and Their Predictions
TI  - 10.31586/wjgg.2021.010101
ER  -