학술논문

Differential evolution-based optimization procedure for automatic estimation of the common-reflection surface traveltime parameters
Document Type
Academic Journal
Source
Geophysics. 80(6):WD189-WD200
Subject
20|Geophysics - applied (geophysical surveys & methods)
algorithms
Brazil
common-depth-point method
data acquisition
data processing
elastic waves
equations
geophysical methods
mathematical methods
normal moveout
numerical models
optimization
reflection methods
seismic methods
sensitivity analysis
signal-to-noise ratio
signals
South America
stacking
statistical analysis
traveltime
two-dimensional models
velocity
Language
English
ISSN
0016-8033
Abstract
The common-reflection surface (CRS) method is a sophisticated alternative to the traditional common-midpoint stacking because its traveltime approximation allows for the use of more traces than the normal moveout. This in turn requires more parameters for the moveout description, thus increasing the computational burden of the parameter estimation. In the literature, a suboptimal strategy is often used, which decreases the complexity but, as we found in this work, compromises the accuracy of the parameters in some cases. To cope with this problem, in this work, we have devised detailed information for efficient estimation of the CRS parameters using the differential evolution (DE) global optimization algorithm. Because we used data sets with low fold and low signal-to-noise ratio, from which no reliable velocity analysis could be easily performed, we applied this algorithm in a fully automatic global search, i.e., without any velocity guide. The results for a 2D real data set from Brazil indicated that the global strategy yielded good results, both in terms of image quality as in the quality of the parameter volumes, especially the stacking velocity estimates, while keeping the computational costs relatively low. We also developed a convergence and a sensitivity analysis of the DE that shows its computational efficiency and the robustness of the optimization method with respect to the choice of the control parameters of the algorithm.