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. 2022 Mar 16;26(4):653–685. doi: 10.1007/s10950-021-10062-9

Table 1.

Criteria for picking of clear HVSR peaks (adapted from Wang 2020). Values of Wang (2020) are shown in bold when updated from the SESAME values

Criteria SESAME Wang (2020)
Clear 1: f ∈ [0.25f#HV,f#HV] AHVave(f) < 0.5A#HV AHVave(f) < 0.6A#HV
Clear 2: f ∈ [f#HV, 4f#HV] AHVave(f) < 0.5A#HV AHVave(f) < 0.6A#HV
Clear 3 A#HV ≥ 2 A#HV ≥ 1.6
Clear 4: peak of f#HV [AHVave(f)-σA(f)] within [f#HV /1.05, 1.05f#HV] within [f#HV /1.15, 1.15f#HV]
Clear 4: peak of f#HV [AHVave(f) + σA(f)] within [f#HV /1.05, 1.05f#HV] within [f#HV /1.12, 1.12f#HV]
Clear 5: f#HV < 0.2 Hz σf < 0.25f#HV Recommends removal of Clear 5 criteria (barely satisfied)
Clear 5: f#HV ∈ [0.2, 0.5] Hz σf < 0.20f#HV
Clear 5: f#HV ∈ [0.5, 1.0] Hz σf < 0.15f#HV
Clear 5: f#HV ∈ [1.0, 2.0] Hz σf < 0.10f#HV
Clear 5: f#HV > 2.0 Hz σf < 0.05f#HV
Clear 6: f#HV < 0.2 Hz σA < 3 No change from SESAME
Clear 6: f#HV ∈ [0.2, 0.5] Hz σA < 2.5 No change from SESAME
Clear 6: f#HV ∈ [0.5, 1.0] Hz σA < 2 No change from SESAME
Clear 6: f#HV ∈ [1.0, 2.0] Hz σA < 1.78 No change from SESAME
Clear 6: f#HV > 2.0 Hz σA < 1.58 No change from SESAME

Rows labeled Clear # represent the #-th condition for a clear peak. f#HV is the variable of interest (there could be multiple f#HV values in a single curve), A#HV is the amplitude at f#HV; AHVave(f) is the amplitude of HVSR mean curve at frequency f; σ(f) is standard deviation of f#HV, and σA(f) is standard deviation of AHVave(f)