SYNTHESIS OF OPTIMAL PIECEWISE LINEAR SWEEP SIGNAL FOR VIBRATION SEISMIC SOUNDING
1 Trofimuk Institute of Petroleum Geology and Geophysics, Siberian Branch of the Russian Academy of Sciences IPGG SB RAS
2 Siberian Geophysical Service LLC
2 Siberian Geophysical Service LLC
Journal: Seismic instruments
Tome: 55
Number: 4
Year: 2019
Pages: 29-39
UDK: 550.34.038.3 550.038.8
DOI: 10.21455/si2019.4-3
Show citation
YUSHIN V.I., POLOZOV S.S., KHARLAMOV A.S. SYNTHESIS OF OPTIMAL PIECEWISE LINEAR SWEEP SIGNAL FOR VIBRATION SEISMIC SOUNDING // . 2019. Т. 55. № 4. С. 29-39. DOI: 10.21455/si2019.4-3
@article{YUSHINSYNTHESIS2019,
author = "YUSHIN, V. I. and POLOZOV, S. S. and KHARLAMOV, A. S.",
title = "SYNTHESIS OF OPTIMAL PIECEWISE LINEAR SWEEP SIGNAL FOR VIBRATION SEISMIC SOUNDING",
journal = "Seismic instruments",
year = 2019,
volume = "55",
number = "4",
pages = "29-39",
doi = "10.21455/si2019.4-3",
language = "English"
}
Copy link
Copy BibTex
Keywords: frequency sweep, sweep-signal, nonlinear sweep, adaptive sweep, piecewise linear sweep, reference signal, control signal, vibrogram, correlogram
Аnnotation: It is proposed and proved the method of a calculation of the frequency sweep which provides a flat spectrum of target wave correlogram regardless of natural vibrational source amplitude-frequency response disturbances which is brought by a media and a source it self. Such a spectrum provides a base for a reaching a maximum resolution of close located wave pulses in a resulting seismogram. The method includes a test sounding of a typical seismological object by a some linear sweep in the preferred frequency range, selection and spectral analysis of the target wave vibrogram, division of the resulting spectrum in to a multiple of a narrow frequency bands and a calculation of a linear sweep for each of the band. The design of a continuous sequence of the mentioned partial sweeps is the resulting operation of an adaptive nonlinear (linear in parts) sweep synthesis. The necessary conditions which provide the correctness of a partial sweeps coupling is founded and formulated in the article.