1983
DOI: 10.1190/1.1441400
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Thin‐layer response and spectral bandwidth

Abstract: A derivation is presented of the response of an embedded thin layer to a vertically incident seismic pulse. The reflected pulse has the shape of the time derivative of the incident-wavelet, and its amplitude is proportional to the two-way traveltime in the thin layer and to a factor depending upon the ratio of acoustic impedances. The influence of spectral bandwidth on interface resolution and thin-layer response is investigated by means of zero-phase signals, and a filtering philosophy is proposed which enabl… Show more

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Cited by 43 publications
(16 citation statements)
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“…Widess 1973) where λ= TV P is the wavelength of the signal and d the thickness of the inclusion. A variation of this parameter can be obtained by a variation of the layer thickness as considered by de Voogd & den Roijen (1983) or by a variation of the wavelet period as we consider here. In conversion upon transmission, the characteristic wavelength λ in the inclusion depends on the dominant period T b of the wavelet and on both P and S layer velocities, by the relation λ= T b /(1/ V S – 1/ V P ) (when corrected for the incidence angle).…”
Section: Multiresolution Analysis Of the Low Velocity Zone Responsementioning
confidence: 99%
“…Widess 1973) where λ= TV P is the wavelength of the signal and d the thickness of the inclusion. A variation of this parameter can be obtained by a variation of the layer thickness as considered by de Voogd & den Roijen (1983) or by a variation of the wavelet period as we consider here. In conversion upon transmission, the characteristic wavelength λ in the inclusion depends on the dominant period T b of the wavelet and on both P and S layer velocities, by the relation λ= T b /(1/ V S – 1/ V P ) (when corrected for the incidence angle).…”
Section: Multiresolution Analysis Of the Low Velocity Zone Responsementioning
confidence: 99%
“…The long wavelengths and receiver spacing used in this study are probably insufficient to resolve separate reflections from the top and bottom of Unit IV. Layer resolution is a complex function of source spectrum, impedance, and layer thickness (Kallweit and Wood, 1982;de Voogd and den Rooijen, 1983). Experiments at resolving thin beds, however, suggest that with good signal-to-noise conditions beds of greater than about one-quarter wavelength can be resolved seismically (Widess, 1973;Waters, 1978).…”
Section: Seismic Stratigraphymentioning
confidence: 99%
“…It is therefore evident that 4D (1982), De Voogd andDen Rooijen (1983), Robertson and glas would therefore have a larger amplitude and a different Nogami (1984), and others. Their studies were based on phase to the wavelet reflected from the rubber.…”
Section: Introductionmentioning
confidence: 95%