Geophysics · 2002 · 266 citations · 10 references
Natural SciencesEarth SciencesGeophysicsEarthquake PhysicsSeismologyTime Series AnalysisSeismic AttenuationSeismic Data AcquisitionSeismic Data ProcessingSeismic Wave PropagationAmplitude Versus Offset AnalysisCommon Midpoint GathersCommon Midpoint StackingQ EstimationQuality FactorsSeismic Signal ProcessingSeismic Source CharacterizationSeismic Waveform Analysis
Estimates of the quality (Q) factor are usually derived from vertical or stacked surface seismic data, and wavefield absorption depends on frequency, traveltime, and the medium Q factor. The paper proposes a method to estimate the Q‑factor directly from common midpoint (CMP) gathers. The method derives an analytical relation between Q‑factor and peak‑frequency variation (assuming a Ricker‑wavelet source) and estimates Q from CMP gathers via a layer‑stripping approach.
Estimates of the quality, Q, factor are commonly obtained from vertical seismic data or stacked surface seismic data. This paper describes a method that allows Q‐factor to be estimated directly from common midpoint (CMP) gathers. Absorption of the wavefield is dependent on three parameters: frequency, traveltime in the medium, and medium Q‐factor. Assuming that the amplitude spectrum of the seismic source signature may be modeled by that of a Ricker wavelet, we derive an analytical relation between Q‐factor and seismic data peak frequency variation both along offset and vertical time direction. The Q‐factor is estimated from CMP gathers using a layer‐stripping approach.
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Walter I. Futterman · Journal of Geophysical Research Atmospheres · 1962 · 1.2K citations
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