WaveProp_in_MATLAB-master

所属分类:matlab编程
开发工具:matlab
文件大小:1496KB
下载次数:6
上传日期:2019-11-20 14:53:22
上 传 者苏坡man
说明:  基于时域有限差分法计算声音传播和脉冲响应
(Calculation of sound propagation and impulse response based on FDTD)

文件列表:
LICENSE (1072, 2019-04-10)
acoustic_2D_FDTD_wave_propagation (0, 2019-04-10)
acoustic_2D_FDTD_wave_propagation\LICENSE (1072, 2019-04-10)
acoustic_2D_FDTD_wave_propagation\acoustic_2D_FDTD_O22.m (5830, 2019-04-10)
acoustic_2D_FDTD_wave_propagation\img (0, 2019-04-10)
acoustic_2D_FDTD_wave_propagation\img\snap.jpg (60123, 2019-04-10)
acoustic_3D_FDTD_wave_propagation (0, 2019-04-10)
acoustic_3D_FDTD_wave_propagation\LICENSE (1072, 2019-04-10)
acoustic_3D_FDTD_wave_propagation\acoustic_3D_FDTD_O22.m (7237, 2019-04-10)
acoustic_3D_FDTD_wave_propagation\img (0, 2019-04-10)
acoustic_3D_FDTD_wave_propagation\img\snap.jpg (60459, 2019-04-10)
acoustic_3D_FDTD_wave_propagation\img\snap1.jpg (51767, 2019-04-10)
docs (0, 2019-04-10)
docs\assets (0, 2019-04-10)
docs\assets\snap_ac2diso.jpg (60123, 2019-04-10)
docs\assets\snap_ac3diso.jpg (51767, 2019-04-10)
docs\assets\snap_all.jpg (315157, 2019-04-10)
docs\assets\snap_el2dani.jpg (59080, 2019-04-10)
docs\assets\snap_el2diso.jpg (62998, 2019-04-10)
docs\assets\snap_el3dani.jpg (48900, 2019-04-10)
docs\assets\snap_el3diso.jpg (51645, 2019-04-10)
docs\css (0, 2019-04-10)
docs\css\bootstrap_lux.css (209101, 2019-04-10)
docs\css\style.css (315, 2019-04-10)
docs\favicon.ico (2080, 2019-04-10)
docs\index.html (9888, 2019-04-10)
docs\js (0, 2019-04-10)
docs\js\bootstrap.bundle.js (212345, 2019-04-10)
docs\js\bootstrap.bundle.js.map (358832, 2019-04-10)
docs\js\bootstrap.bundle.min.js (70966, 2019-04-10)
docs\js\bootstrap.bundle.min.js.map (294126, 2019-04-10)
docs\js\bootstrap.js (123765, 2019-04-10)
docs\js\bootstrap.js.map (211967, 2019-04-10)
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# **SIMPLE FDTD WAVE PROPAGATION IN MATLAB** Single-file vectorized implementations of wave propagation in MATLAB. We solve second-order wave equation in displacement formulation in time domain(FDTD). We don't account for derivatives of elastic parameters to keep it simple. Medium is surrounded by simple absorbing sponge boundaries with exponential decay (Cerjan, 1***5). ![Wavefield examples](docs/assets/snap_all.jpg) ### **DISCRETIZATION DETAILS**: * Finite-Differences in Time Domain (FDTD) * Regular collocated grid * Explicit time stepping * O(2,2) * Conventional stencils derived from Taylor series: * in space [1: -2 :1]/dx2 and [1: -1: -1:1]/4dxdz * in time [1: -2 :1]/dt2 ### HOW TO? Open folder with a scenario of interest e.g. acoustic_2D_FDTD_wave_propagation Open .m file in MATLAB Press "Run" button oleg.ovcharenko@kaust.edu.sa vladimir.kazei@kaust.edu.sa

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