Download or read book Rupture Dynamics of Strike-Slip Faults with Stepovers written by Zaifeng Liu and published by . This book was released on 2015 with total page pages. Available in PDF, EPUB and Kindle. Book excerpt: This dissertation investigates the interaction of model II in-plane dynamic rupture with a geometrical discontinuity along the fault strike: stepover. One goal is to understand how large the stepover width must be to stop the dynamic rupture, and whether the maximum width is affected by the undrained pore pressure and the off-fault damage during the coseismic process in conceptually simplified faults. In this research, we want to understand the rupture dynamics in a realistically complex stepover, the Aksay double-bend in the Altyn Tagh fault, and its ability to stop the dynamic rupture. A detailed parameter-space study has been performed in the simplified model. From the single fault test, I find that the Positive Coulomb Stress (PCS) region at the end of the first fault controls the rupture initiation time and location on the second fault. The effects of off-fault plastic deformation and undrained pore pressure on the rupture dynamics within this simplified model have been discussed separately. The coupling effect of those two effects has also been studied. The possible correlation between the slip gradient nearby the first fault end and the ability of the rupture to jump over the structure stepover in the strike-slip fault system has been verified by my elastic models. I find that the slip gradients calculated over the final 1 km of fault have a linear relationship with both the corresponding average stress drop in the fault system and the largest width of the step that could be jumped by the propagating rupture. In the model with realistically complex fault geometry, I use the slip and rate weakening law and the multi-cycle earthquake simulation method. I find that there are multiple rupturing scenarios that could occur within this complex fault geometry. My statistic analysis of the results of one-hundred-cycles' simulations indicates that the Aksay bend successfully prevents nearly 90% events from propagating through it, which suggests that the Aksay bend works effectively as a barrier for coseismic ruptures. Viscosity in my models characterizes the effects of off-fault deformation on the faulting process. The results show that larger off-fault deformation strengthens the Aksay bend's ability to stop a seismic rupture. The electronic version of this dissertation is accessible from http://hdl.handle.net/1969.1/152609