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Demo shells for RefAnis algorithmsDescriptions:* Hudson Compute effective parameters of anisotropic solids using Hudson's crack theory. The cracks are assumed to be vertically aligned, penny-shaped and the matrix is isotropic. The resulting anisotropic solid is of HTI symmetry. output: (a) stiffness elements (b) density normalized stiffness components (c) generic Thomsen parameters (vp0,vs0,eps,delta,gamma) (d) equivalent VTI parameters (alpha,beta,e(V),d(V),g(V) * Hti2Stiff Convert HTI parameters alpha, beta, d(V), e(V) and gamma into stiffness tensor* RefRealVTI Compute exact reflection/transmission coefficients for waves with pre-critical incidence upon an VTI/VTI interface. Shown are: - P wave ref. coef. ignoring the anisotropy - P wave ref. coef. honoring the anisotropy - and a comparison of both curves* RefRealAziHTI Compute exact reflection/transmission coefficients for waves with pre-critical incidence upon an HTI/HTI interface with throughgoing symmetry plane. (Actually, you can also use this code for VTI/HTI interfaces) Curves can be computed for any azimuthal incidence angle. Shown are: - P wave ref. coef. for uncracked reflector - P wave ref. coef. for cracked reflector with gas filling - and a comparison of both curves The corresponding parameters can be computed using <hudson.c>To run demos, type the names of the following shell scripts on thecommandline of a Unix terminal window.Hti2Stiff convert HTI parameters to stiffnessHudson equivalent anisotropy coefficients via Hudson's crack modelRefRealAziHTI reflection/transmission coefficients for HTI mediaRefRealVTI reflection/transmission coefficients for VTI mediaThom2hti convert Thomsen parameters to HTI coefficientsThom2stiff convert Thomsen parameters to stiffness coefficientsAuthor: Andreas Rueger, CWP 02-27-97 ----------John Stockwell | john@dix.Mines.EDUCenter for Wave Phenomena (The Home of Seismic Un*x)Colorado School of MinesGolden, CO 80401 | http://www.cwp.mines.edu/cwpcodesvoice: (303) 273-3049 | fax: (303) 273-3478.
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