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One cause of pulse-like anomalies observed at Guza before the Wenchuan earthquake

Zhou C., Wang Q., Zhu L., Wang C.

Acta Geophysica

2018

Vol. 66, no. 5

833--842

Many precursor-like anomaly observations prior to the Wenchuan earthquake were reported and analyzed, especially the abnormal strain pulses observed at the Guza station, but there are few discussions of the causes. Stick–slip motion is the basis for description of a great variety of phenomena characterized by the presence of sliding friction. In this article, perturbed Sine–Gordon (SG) equation is established from Bykov’s unsteady-state slip model. Stable solitary solutions of displacement and strain dimension are obtained and nonlinear pulse propagation is simulated using finite-difference modeling, while numerical stability is obtained by the flux-corrected transport method. Considering the solution of SG equation as initial source, a comparison between the modeling results and actual data at the Guza station gives one possible interpretation for this anomaly. During the seismogenic process of the Wenchuan earthquake, faults may likely occur as stick–slip tectonic movements which might be described by SG equation and would generate solitary wave signal. This kind of pulse experiences a forward tilting distortion due to nonlinear effect of the Earth and is received by the borehole strainmeter. Two kinds of nonlinear effects could lead to these special pulses. One is the nonlinear effects in the wave propagation process, and the other is effects of friction and stress in the process of unsteady-state slip. Because of the convergence effect of pulse, the wave would be collapsed at a certain time due to an excessive increase in the tilt angle. Hence, this kind of pulse cannot propagate for a long distance.

Non-linear wave propagation in cables with large curvature

Snamina J.

Vibrations in Physical Systems

2002

Vol. 20

264--265

Thermomechanical coupled waves in a viscoplastic medium

Frischmuth K., Kosiński W.

Archives of Mechanics

2002

Vol. 54, nr 5-6

439-457

Ideas of Perzyna's theory of material systems in the cases of viscoplastic materials and heat conductors are elaborated. Both theories are based on the notion of a method of preparation. They are combined into one coupled model for an elasto-viscoplastic heat conductor. We study its behavior by numerically calculating solutions for plane waves passing through a body.