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Spectral Element Method for wave propagation and rupture dynamics.

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The Spectral Element Method combines the accuracy of spectral methods with the geometrical flexibility of finite elements. The SEM is widely used in computational fluid dynamics and has been succesfully applied to problems in Seismology ranging from regional to global scale wave propagation and earthquake dynamics.
SEMLAB is a set of scripts intended for tutorial purposes. Problems solved include wave propagation and dynamic earthquake rupture in 1D and 2D.
For production codes in Fortran/MPI please refer to SEM2DPACK or SPECFEM3D.

Comments and Ratings (7)

Hi, Flaminia.
The absorbing boundary in most of my codes is the paraxial absorbing boundary of Clayton and Engquist (BSSA 1977
In the two scripts sem2d_*PML_scec2.m I explore two versions of Perfectly Matched Layer (PML), split and unsplit. There is a vast literature on that, e.g., and papers by R. Martin and D. Komatitsch

I would like to know about the theory of absorbing boundaries, implemented in the code.
Thank you :)

Hi guys,

I would like to know if someone knew about a MATLAB code for P-SV wave using Spectral Element Method.

Thanks for everything

Denis Anikiev

dileesh pv

y j

thanks ,very excellent.



Slightly cleaner and better documented code.


Discrete dispersion and boundary impedance analysis

Implicit solver (1D)

Perfectly Matched Layers (split/unsplit)

Friction +off-fault dissipation example

new example: viscoplastic shear band propagation
new functions: MeshBox and FindNearestNode

add comments, references, etc.

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MATLAB 6.5 (R13)

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