1962
DOI: 10.1190/1.1439126
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Applications of the Expanding Reflection Spread

Abstract: Techniques have been developed for the usefulness of the expanding reflection profile whose basic elements were described by Dix in 1955. Procedures have been established which make the shooting and interpretation of these expanding reflection spreads simpler and more reliable. Special presentations have been developed for the displaying of these profiles on record sections, and nonlinear paper has been designed for plotting the time‐squared versus distance‐squared graphs. The expanding spread is a valuable se… Show more

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Cited by 23 publications
(7 citation statements)
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“…The expanding spread profile application utilized in this survey was developed by Stoffa and Buhl (1979) according to the theory of Musgrave (1962). The shooting and receiving vessels start from a common mid-point and travel apart on reciprocal bearings, maintaining equivalent shot and receiver distances along the track.…”
Section: Data Acquisitionmentioning
confidence: 99%
“…The expanding spread profile application utilized in this survey was developed by Stoffa and Buhl (1979) according to the theory of Musgrave (1962). The shooting and receiving vessels start from a common mid-point and travel apart on reciprocal bearings, maintaining equivalent shot and receiver distances along the track.…”
Section: Data Acquisitionmentioning
confidence: 99%
“…Expanding reflection spreads of 25 km length (Musgrave 1962) were recorded across the Nebine Ridge and within the Surat Basin, coincident with the main reflection profile (Fig. 1).…”
Section: Other Seismic Profilingmentioning
confidence: 81%
“…Field statics corrections have been applied to all records, and shot statics corrections for the expanding spread seismograms were calculated by the method of Wright & Taylor (1986). Adjacent shots are plotted side by side and not in the alternating manner suggested buy Musgrave (1962). The shots that supplement the usual Musgrave configuration are plotted on the right.…”
Section: Near-vertical Incidence Reflection Profilingmentioning
confidence: 99%
“…Then, an NM0 correction at any particular time TO consists of taking all values recorded along the relevant parabola (i.e., for the desired specific value of the rms-velocity IL&) 2 in the T -x space, and independently shifting the values parallel to the T axis back to the straight line which passes through TO parallel to the x axis; the shifted values are then stored at their respective new locations. One can review the NM0 correction process in, e.g., Musgrave (1962). For digitally recorded seismic data, this process must be repeated incrementally at each time step along the data.…”
Section: Parabolic Nm0 Relationmentioning
confidence: 99%