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Mathematical modelling on instability of shear fault
引用本文:范天佑. Mathematical modelling on instability of shear fault[J]. 中国科学E辑(英文版), 1996, 0(6)
作者姓名:范天佑
作者单位:Research Centre
基金项目:Project supported by the National Natural Science Foundation of China.
摘    要:A study on mathematical modelling on instability of fault is reported.The fracture mechanics and fracture dynamics as a basis of the discussion,and the method of complex variable function (including the conformal mapping and approximate conformal mapping) are employed,and some analytic solutions of the problem in closed form are found.The fault body concept is emphasized and the characteristic size of fault body is introduced.The effect of finite size of the fault body and the effect of the fault propagating speed (especially the effect of the high speed) and their influence on the fault instability are discussed.These results further explain the low-stress drop phenomena observed in earthquake source.


Mathematical modelling on instability of shear fault
FAN Tianyou. Mathematical modelling on instability of shear fault[J]. Science in China(Technological Sciences), 1996, 0(6)
Authors:FAN Tianyou
Abstract:A study on mathematical modelling on instability of fault is reported.The fracture mechanics and fracture dynamics as a basis of the discussion,and the method of complex variable function (including the conformal mapping and approximate conformal mapping) are employed,and some analytic solutions of the problem in closed form are found.The fault body concept is emphasized and the characteristic size of fault body is introduced.The effect of finite size of the fault body and the effect of the fault propagating speed (especially the effect of the high speed) and their influence on the fault instability are discussed.These results further explain the low-stress drop phenomena observed in earthquake source.
Keywords:fault  finite size  propagating velocity  instability  solution in closed form  earthquake source  low stress drop.
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