This paper presents a prospective forecast of the locations of the next M_(W)≥6.5 earthquakes in California and Nevada based on the locations and rates of occurrence of M≥4.0 earthquakes during the past 30 years,cal...This paper presents a prospective forecast of the locations of the next M_(W)≥6.5 earthquakes in California and Nevada based on the locations and rates of occurrence of M≥4.0 earthquakes during the past 30 years,called here preshocks.The time period of the forecast is arbitrarily set at 33 years.The forecast faults are the Anza section of the San Jacinto Fault,the Calaveras Fault,the creeping section of the San Andreas Fault,the Maacama Fault,the San Bernardino section of the San Jacinto Fault,and the southern San Andreas Fault,all strike-slip faults in California,and the normal-faulting Wassuk Range Fault in Nevada.The suspected preshocks have occurred randomly along the expected future fault ruptures at rates of at least 0.5 events per year.The temporal history of preshocks for past M≥6.5 earthquakes in California do not indicate when the future mainshock will occur.Outside of California,preshock activity was observed before the 2016 M_(W)7.0 Kumamoto,Japan earthquake,the 2023 M_(W)7.8 Kahramanmaras,Türkiye earthquake,and the 2017 M_(W)6.5 Jiuzhaigou,China earthquake,all strikeslip events,as well as the 2008 M_(W)7.9 Wenchuan,China thrust earthquake.The two mainshocks in China had preshock rates less than 0.5 events per year.By publishing this spatial earthquake forecast,seismologists in the future can evaluate whether or not this forecast was a total success,a total failure,or a partial success.The probability of just one of the forecast events actually taking place during the forecast time period is less than 2%.展开更多
An investigation of postshock oscillations on non-uniform grids is performed in this paper. These oscillations are generated as shock passes through the grid interfaces. The LLF scheme is checked for 1D and 2D problem...An investigation of postshock oscillations on non-uniform grids is performed in this paper. These oscillations are generated as shock passes through the grid interfaces. The LLF scheme is checked for 1D and 2D problems on the discontinuous grids. Oscillations are observed only for nonlinear systems and the solutions of the scalar conservation laws and linear systems behave logically. The integral curves suggest underlying properties of these oscillations. The results of the paper reveal a flaw that adaptive methods for conservation laws have to refine grids at each time step.展开更多
文摘This paper presents a prospective forecast of the locations of the next M_(W)≥6.5 earthquakes in California and Nevada based on the locations and rates of occurrence of M≥4.0 earthquakes during the past 30 years,called here preshocks.The time period of the forecast is arbitrarily set at 33 years.The forecast faults are the Anza section of the San Jacinto Fault,the Calaveras Fault,the creeping section of the San Andreas Fault,the Maacama Fault,the San Bernardino section of the San Jacinto Fault,and the southern San Andreas Fault,all strike-slip faults in California,and the normal-faulting Wassuk Range Fault in Nevada.The suspected preshocks have occurred randomly along the expected future fault ruptures at rates of at least 0.5 events per year.The temporal history of preshocks for past M≥6.5 earthquakes in California do not indicate when the future mainshock will occur.Outside of California,preshock activity was observed before the 2016 M_(W)7.0 Kumamoto,Japan earthquake,the 2023 M_(W)7.8 Kahramanmaras,Türkiye earthquake,and the 2017 M_(W)6.5 Jiuzhaigou,China earthquake,all strikeslip events,as well as the 2008 M_(W)7.9 Wenchuan,China thrust earthquake.The two mainshocks in China had preshock rates less than 0.5 events per year.By publishing this spatial earthquake forecast,seismologists in the future can evaluate whether or not this forecast was a total success,a total failure,or a partial success.The probability of just one of the forecast events actually taking place during the forecast time period is less than 2%.
文摘An investigation of postshock oscillations on non-uniform grids is performed in this paper. These oscillations are generated as shock passes through the grid interfaces. The LLF scheme is checked for 1D and 2D problems on the discontinuous grids. Oscillations are observed only for nonlinear systems and the solutions of the scalar conservation laws and linear systems behave logically. The integral curves suggest underlying properties of these oscillations. The results of the paper reveal a flaw that adaptive methods for conservation laws have to refine grids at each time step.
