2020
DOI: 10.1007/s00531-020-01868-y
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3D S-velocity model of the lithosphere-asthenosphere system beneath the Bering Sea

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Cited by 1 publication
(4 citation statements)
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“…Figure 8a (dashed lines) shows that the error ε is greater than that corresponding to the former fit, i.e., the fitting given by Equation (1) with five coefficients is better than that with three coefficients (Figure 8b). Nevertheless, Figure 6 shows that the azimuthal variation in phase velocities is not due to anisotropy but to lateral heterogeneity (Figure 9a; [10]), because Equation (1) does not fit the phase velocities satisfactorily within their errors in general. The best fit of Equation ( 1) is achieved at the period of 40 s when the coefficients Ai (with i varying from 2 to 5) are in general negligible within their error (Figures 7 and 8a), and the error ε is greater for the period range in which those are not negligible within their error (e.g., 5-40 s; Figures 7 and 8a).…”
Section: Data Methodology and Resultsmentioning
confidence: 98%
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“…Figure 8a (dashed lines) shows that the error ε is greater than that corresponding to the former fit, i.e., the fitting given by Equation (1) with five coefficients is better than that with three coefficients (Figure 8b). Nevertheless, Figure 6 shows that the azimuthal variation in phase velocities is not due to anisotropy but to lateral heterogeneity (Figure 9a; [10]), because Equation (1) does not fit the phase velocities satisfactorily within their errors in general. The best fit of Equation ( 1) is achieved at the period of 40 s when the coefficients Ai (with i varying from 2 to 5) are in general negligible within their error (Figures 7 and 8a), and the error ε is greater for the period range in which those are not negligible within their error (e.g., 5-40 s; Figures 7 and 8a).…”
Section: Data Methodology and Resultsmentioning
confidence: 98%
“…Figure 8a (dashed lines) shows that the error ε is greater than that corresponding to the former fit, i.e., the fitting given by Equation (1) with five coefficients is better than that with three coefficients (Figure 8b). Nevertheless, Figure 6 shows that the azimuthal variation in phase velocities is not due to anisotropy but to lateral heterogeneity (Figure 9a; [10]), because Equation (1) does not fit the phase velocities satisfactorily within their errors in general.…”
Section: Depthmentioning
confidence: 98%
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