📄 rayt2dan.par.main
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RAYT2DAN -- P- and SV-wave raytracing in 2D anisotropic media rayt2dan > ttime parameterfiles= nt= nx= nz= [optional parameters] Required Parameters: VP0file= name of file containing VP0(x,z) nt= number of time samples for each ray nx= number of samples (x) for the parameter fields nz= number of samples (z) for the parameter fields Optional Parameters: SV=0 for P-waves, SV=1 for Shear waves Parameters defining the velocity field dt=0.008 time sampling interval ", fx=0 first lateral sample (x) in parameter field fz=0 first lateral sample (z) in parameter field dx=100.0 sample spacing (x) for the parameter fields dz=100.0 sample spacing (z) for the parameter fields Parameters defining the takeoff angle of a ray at a source position ", fa=-60 first take-off angle of rays (degrees) na=61 number of rays ", da=2 increment of take-off angle amin=0 minimum emergence angle; must be > -90 degrees amax=90 maximum emergence angle; must be < 90 degrees Parameters defining the output traveltime table fxo=fx first lateral sample in traveltime table nxo=nx number of later samples in traveltime table dxo=dx lateral interval in traveltime table fzo=fz first depth sample in traveltime table nzo=nz number of depth samples in traveltime table dzo=dz depth interval in traveltime table fac=0.01 factor to determine the radius of extrap. Parameters defining the source positions fsx=fx x-coordinate of first source nsx=1 number of sources dsx=2*dxo x-coordinate increment of sources aperx=0.5*nx*dx ray tracing aperature in x-direction Files for general anisotropic parameters confined to a vertical plane: a1111file name of file containing a1111(x,z) a1133file name of file containing a1133(x,z) VS0file name of file containing VS0(x,z) a1113file name of file containing a1113(x,z) a3313file name of file containing a3313(x,z) For transversely isotropic media Thomsen's parameters could be used: deltafile name of file containing delta(x,z) epsilonfile name of file containing epsilon(x,z) if anisotropy parameters are not given the program considers ", isotropic media. ", Credits: Debashish Sarkar Technical Reference: Cerveny, V., 1972, Seismic rays and ray intensities in inhomogeneous anisotropic media: Geophys. J. R. Astr. Soc., 29, 1--13. Hangya, A., 1986, Gaussian beams in anisotropic elastic media: Geophys. J. R. Astr. Soc., 85, 473--563. Gajewski, D. and Psencik, I., 1987, Computation of high frequency seismic wavefields in 3-D laterally inhomogeneous anisotropic media: Geophys. J. R. Astr. Soc., 91, 383-411.
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