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VersionNotesSRF GenSRF LF dx/dy/dzAWP CodeLF Anelastic ParaVs,minVM dx/dy/dzLF Site AmpSRF HF dx/dy/dzHF # of RaysStress DropHF Anelastic ParaKappaHF DurationHF Site AmpTrans. FreqBB Merge
gmsim_v10.1.1GP10 approach

genslip-v3.0

0.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs500m/s

0.1km
0.2km
0.4km

CB08; empirical till T=2s, then linear decrease till 5s.2km1Constant Δσ=5MPa

Qs=a+bVs
a=41
b=34

κ=0.0451/fc + 0.063RCB08 for f<0.5Hz, tapered from 0.5-0.2Hz then =1 for f<0.2Hz

1Hz
0.5Hz

0.25Hz
4th order butterworth Fourier spectrum amplitudes
gmsim_v15.1.1GP15 approachgenslip-v3.30.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs      500m/s

0.1km
0.2km
0.4km

Same as gmsim_v10.1.12km1Constant Δσ=5MPaQs=a+bVs
a=41
b=34
κ=0.0451/fc + 0.063RSame as gmsim_v10.1.1

1Hz
0.5Hz

0.25Hz
4th order butterworth Fourier spectrum amplitudes

gmsim_v16.1

GP16 approachgenslip-v5.0.c0.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs500m/s

0.1km
0.2km
0.4km

CB14 (question); empirical till T=2s, then linear decrease till 5s.2km1Constant Δσ=5MPaQs=a+bVs
a=41
b=34
κ=0.0451/fc + 0.07RCB14 (question), same tapering for gmsim_v10.1.1

1Hz
0.5Hz

0.25Hz
4th order butterworth on power spectrum amplitudes
gmsim_v18.5.1

gmsim_v16.1 with modified path duration

genslip-v5.2.3a.c (question)
0.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs500m/s

0.1km
0.2km
0.4km

Same as gmsim_v16.12km1Constant Δσ=5MPaQs=a+bVs
a=41
b=34
κ=0.045

1/fc + Dp

Dp = Boore and Thomson (2014)

Same as gmsim_v16.1

1Hz
0.5Hz

0.25Hz
4th order butterworth on power spectrum amplitudes
gmsim_v18.5.2gmsim_v16.1 with modified long period site ampgenslip-v5.2.3a.c (question)0.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs500m/s

0.1km
0.2km
0.4km

None or CB14; empirical till T=1s, then linear decrease till 2s.2km1Constant Δσ=5MPaQs=a+bVs
a=41
b=34
κ=0.0451/fc + 0.07RSame as gmsim_v16.11Hz
0.5Hz
0.25Hz
4th order butterworth on power spectrum amplitudes
gmsim_v18.5.3gmsim_v16.1 with modified path duration and long period site ampgenslip-v5.2.3a.c (question)0.1kmEmod3d V3.0.4Qs=50Vs; Qp=2Qs500m/s

0.1km

0.2km

0.4km

None or CB14; empirical till T=1s, then linear decrease till 2s.2km1Constant Δσ=5MPaQs=a+bVs
a=41
b=34
κ=0.045

1/fc + Dp

Dp = Boore and Thomson (2014)
Same as gmsim_v16.1

1Hz
0.5Hz
0.25Hz

4th order butterworth on power spectrum amplitudes