吉林大学学报（理学版）
吉林大學學報（理學版）
길림대학학보（이학판）
JOURNAL OF JILIN UNIVERSITY(SCIENCE EDITION)
2014年
4期
743-745
,共3页
弹性波方程反演%边界条件%下延拓%过渡矩阵%稳定性
彈性波方程反縯%邊界條件%下延拓%過渡矩陣%穩定性
탄성파방정반연%변계조건%하연탁%과도구진%은정성
inversion of elastic wave equation%boundary condition%down continuation%transition matrix%stability
通过建立弹性波动方程反演中边界条件下延拓的过渡矩阵，得到了边界条件下延拓的求解方法及稳定性条件，解决了弹性波动方程参数反演时延拓深度点上边界条件无法测定的问题，从而提高了反演速度和精度。
通過建立彈性波動方程反縯中邊界條件下延拓的過渡矩陣，得到瞭邊界條件下延拓的求解方法及穩定性條件，解決瞭彈性波動方程參數反縯時延拓深度點上邊界條件無法測定的問題，從而提高瞭反縯速度和精度。
통과건립탄성파동방정반연중변계조건하연탁적과도구진，득도료변계조건하연탁적구해방법급은정성조건，해결료탄성파동방정삼수반연시연탁심도점상변계조건무법측정적문제，종이제고료반연속도화정도。
The transition matrix of the downward continuation of boundary conditions about elastic wave equation inversion was established.The solving method and stable conditions of the downward continuation of boundary conditions were obtained.The problem that the boundary conditions at downward continuation depth points cannot be determined has been solved so as to improve the speed and precision of inversion calculation.
