Numerical modeling of seismic waves is always a fundamental problem in both seismology and geodynamics. The precision and accuracy of modeling are necessary for many aspects of geophysics, such as structure reversions, seismic source reversions and so on. We discuss Pseudospectral method in 2-D polar coordinates, make some adjustments and changes, compare numerical results with seismic data, and they fit well. We think precision and efficiency of this method are good, and will contribute to our later researches. Seismic wave modeling is to calculate the initiation, propagation of seismic waves in the earth interior with numerical methods 。Of all numerical methods, Pseudospectral method finds a balance between precision and efficiency, and o...
Boundary conditions are derived for numerical wave simulations that minimize artificial reflections ...
Numerical simulation of wave propagation in anisotropic media Kangan Fang and R. James Brown Numeric...
In this dissertation, new and more efficient finite element methods for modelling seismic wave propa...
International audienceMany scientific applications require accurate modeling of seismic wave propaga...
We present a scheme to simulate SH-wave propagation in a whole-Earth model with arbitrary lateral he...
The generalization of the Fourier pseudospectral method developed in this study involved supplementi...
The seismic records from significant earthquakes are profoundly affected by 3-D variations in crusta...
The elastic wave equation in spherical coordinates is solved by a Chebyshev spectral method. In the ...
The Spectral-Element Method (SEM) is a finite-element method that solves the wave equa-tion in the t...
This volume is an introductory text to a range of numerical methods used today to simulate time-depe...
International audienceReference 31 presents a multidomain pseudospectral time-domain method to simul...
The shear (SH)-wave transfer function and the horizontal-to-vertical (HV) spectral ratio are essenti...
Abstract. We use a Spectral-Element Method implemented on the Earth Simulator in Japan to simulate b...
We present the main properties of the spectral-element method, which is well suited for numerical ca...
介绍了切比雪夫伪谱法以及快速傅立叶算法在其中的应用,并用切比雪夫伪谱法模拟二维有限区域弹性介质地震波场.分别计算了兰姆问题,均匀介质中心爆破源问题,介质内部的速度异常体问题以及各种分界面情况下地震首波...
Boundary conditions are derived for numerical wave simulations that minimize artificial reflections ...
Numerical simulation of wave propagation in anisotropic media Kangan Fang and R. James Brown Numeric...
In this dissertation, new and more efficient finite element methods for modelling seismic wave propa...
International audienceMany scientific applications require accurate modeling of seismic wave propaga...
We present a scheme to simulate SH-wave propagation in a whole-Earth model with arbitrary lateral he...
The generalization of the Fourier pseudospectral method developed in this study involved supplementi...
The seismic records from significant earthquakes are profoundly affected by 3-D variations in crusta...
The elastic wave equation in spherical coordinates is solved by a Chebyshev spectral method. In the ...
The Spectral-Element Method (SEM) is a finite-element method that solves the wave equa-tion in the t...
This volume is an introductory text to a range of numerical methods used today to simulate time-depe...
International audienceReference 31 presents a multidomain pseudospectral time-domain method to simul...
The shear (SH)-wave transfer function and the horizontal-to-vertical (HV) spectral ratio are essenti...
Abstract. We use a Spectral-Element Method implemented on the Earth Simulator in Japan to simulate b...
We present the main properties of the spectral-element method, which is well suited for numerical ca...
介绍了切比雪夫伪谱法以及快速傅立叶算法在其中的应用,并用切比雪夫伪谱法模拟二维有限区域弹性介质地震波场.分别计算了兰姆问题,均匀介质中心爆破源问题,介质内部的速度异常体问题以及各种分界面情况下地震首波...
Boundary conditions are derived for numerical wave simulations that minimize artificial reflections ...
Numerical simulation of wave propagation in anisotropic media Kangan Fang and R. James Brown Numeric...
In this dissertation, new and more efficient finite element methods for modelling seismic wave propa...