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复杂波动方程
- 复杂波动方程解法
波动方程交错网格有限差分正演模拟
- 波动方程交错网格有限差分正演模拟
波动方程有限差分
- 波动方程有限差分
FSK_FM
- ％ 新波动方程 ASK_like_FM,不考虑pathloss and interface lo- The new wave equation ASK_like_FM, not considering pathloss and interface lo
ASK_2s
- ％ 新波动方程 ASK_2s ％ 不考虑路径衰落和界面损耗- The new wave equation ASK_2s do not consider the path of decline and loss of interface
Finate_difference_wave_equel
- 详细介绍了波动方程怎样通过有限差分的方法离散化，是计算机模拟地震波、声波传播的理论基础，本人就是从中受益的，且编出的程序已在Unix-Linux系统中通过，绘出的图形得到了老师的认可-Described in detail how the wave equation through the finite difference method of discretization is a computer simulation of sei
a
- 波动方程正演模拟程序，采用四阶精度算法，可以得到水平层状介质情况下的地震剖面-Wave equation forward modeling procedure, using fourth-order accuracy algorithm, can be layered media where the level of the seismic profiles
bb
- 进行波动方程正演模拟的程序，在C++中编译通过，可以得到变速地震剖面-Wave equation for forward modeling procedure, in C++ In the compiler is passed, can be variable-speed seismic profiles
profile2
- 进行波动方程正演模拟的程序，在C++中编译通过，可以任意改变模拟的子波频率、延时时间等参数-Wave equation for forward modeling procedure, in C++ In the compiler is passed, can change the simulated wavelet frequency, delay time parameters such as
profile3
- 进行波动方程正演模拟的程序，在C++中编译通过，可以任意改变道数、接收时间等参数-Wave equation for forward modeling procedure, in C++ In the compiler is passed, can change the Road, the number of time parameters such as receiver
sjxishou
- 进行波动方程正演模拟的程序，在C++中编译通过，可以得到不同传播时间的剖面-Wave equation for forward modeling procedure, in C++ In the compiler is passed, the spread can be different time profiles
sjxishou1
- 进行波动方程正演模拟的程序，在C++中编译通过，可以得到加吸收边界的模拟剖面-Wave equation for forward modeling procedure, in C++ In the compiler is passed, plus absorbing boundary can be simulated profile
Forward(c)
- 包含有波动方程正演的数值算法,可自由下载-Wave equation contains forward Numerical algorithms, are free to download
specdecomp
- Fortran编的波动方程正演模拟,一维的数值算法-Fortran allocation of wave equation forward simulation, one-dimensional numerical algorithm
2Dfd
- 2D有限差分法程序,未加边界条件,适合一般情况下的波动方程模拟-2D finite difference method procedures, without boundary conditions, suitable for general wave equation simulation
Crank-Nicholson
- 关于一的微分方程数值解,一维波动方程初边值问题Crank-Nicholson格式,及追赶法-On one of the numerical solution of differential equations, one-dimensional wave equation Crank-Nicholson format, and to catch up with the Law
sxb
- 这是将波动方程分解为上行波下行波的源程序 把两个源代码放在一起，运行即可了！-This is the wave equation will be decomposed into up-going wave downlink wave source source code of the two together, you can run the!
finitedifference
- 用VC++程序实现有限差分波动方程不加边界条件二阶变速剖面。-With VC++ Procedures to achieve finite-difference wave equation without boundary conditions of second-order variable-speed profile.
二维波动方程的有限差分法
- 二维波动方程的有限差分法，与解析解进行了误差比对(Finite difference method for two-dimensional wave equation)
波动方程正演模拟
- 波动方程正演模拟Visual c++代码，非常适合进行波动方程正演模拟技术人员采用。(The wave equation forward modeling Visual c++ code is very suitable for the use of wave equation forward modeling technicians.)