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sflinpipwd2dca (4.0)
index
user/dmerzlikin/Mlinpipwd2dca.c
\n pi operator building wrapping test function flat gaussian weighting smoothing after pi\n

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\n Synopsis
       sflinpipwd2dca < inp.rsf > out.rsf vel=vel.rsf dip1=dip1.rsf dip2=dip2.rsf dip3=dip3.rsf outpwd=outpwdcheck.rsf outdip=outdipcheck.rsf offset=offset.rsf adj=n sm=y domod=y debug= normalize=y nh= antialias=1.0 apt=nx angle=90.0 half=y verb=y rho=1.-1./nt dh= h0= v_1= v_2= v_3= v_4= passthr=0.001 eps=0.001 epst2=0.001 pad=nt order=1 nj1=1
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\n Parameters
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bool adj=n [y/n]
\tif perform derivative filtering = PWD
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float angle=90.0
\tangle aperture
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float antialias=1.0
\tantialiasing
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int apt=nx
\tintegral aperture
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bool debug= [y/n]
\t
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float dh=
\toffset sampling (for modeling)
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file dip1=
\tauxiliary input file name
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file dip2=
\tauxiliary input file name
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file dip3=
\tauxiliary input file name
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bool domod=y [y/n]
\tdebug flag
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float eps=0.001
\t
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float epst2=0.001
\t
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float h0=
\tfirst offset (for modeling)
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bool half=y [y/n]
\tif y, the third axis is half-offset instead of full offset
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int nh=
\tnumber of offsets (for modeling)
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int nj1=1
\tantialiasing
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bool normalize=y [y/n]
\tnormalize for the fold
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string offset=
\tauxiliary input file name
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int order=1 [1,2,3]
\taccuracy order
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file outdip=
\tauxiliary output file name
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file outpwd=
\tauxiliary output file name
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int pad=nt
\toutput time samples
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float passthr=0.001
\t
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float rho=1.-1./nt
\tLeaky integration constant
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bool sm=y [y/n]
\tif perform modelling via Kirchhoff
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float v_1=
\t
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float v_2=
\t
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float v_3=
\t
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float v_4=
\t
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file vel=
\tauxiliary input file name
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bool verb=y [y/n]
\tverbosity flag
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