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Traveling waves in a spring-block chain sliding down a slope
J E Morales1, G James1, A Tonnelier1
1INRIA-Grenoble, 655 avenue de l'Europe, Montbonnot 38334 Saint Ismier, France.
Abstract:
Traveling waves are studied in a spring slider-block model. We explicitly construct front waves (kinks) for a piecewise-linear spinodal friction force. Pulse waves are obtained as the matching of two traveling fronts with identical speeds. Explicit formulas are obtained for the wavespeed and the wave form in the anticontinuum limit. The link with localized waves in a Burridge-Knopoff model of an earthquake fault is briefly discussed.
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