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- W2387902160 abstract "Reconstructing the coefficients of wave equations is a very important subject in geophysics inversion field. According to the differences between the ways on how to solve the problem,algorithms of parameters inversion can be divided into direct inverse algorithms,iterate inverse algorithms,search inverse algorithms,mixed optimized inverse algorithms,and combined inverse algorithms.A lot of algorithms are proposed,but most of them can only be used to solve synthetic data inversion problems.As the field data are more complicated than the synthetic data,the final results are not satisfied when these algorithms are used to solve field data inversion problems.It s a long period of task to find methods which can be used to solve filed data inversion problems.In order to obtain reliable inversion results,information transformation and researches of satisfying algorithms should be paid attention to.It s necessary to develop both new algorithms and old algorithms,like pulse spectrum technique and Tarantola's methods,which can well solve inversion problems based on synthetic data need but have difficulties in solving field data inversion problems.Of all the algorithms,single algorithm is not perfect enough to solve the inverse problem because of the flaws more or less.Mixed optimized inverse algorithms can make use of the advantages of different algorithms,so they are potential algorithms." @default.
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- W2387902160 date "2011-01-01" @default.
- W2387902160 modified "2023-09-27" @default.
- W2387902160 title "Progress in parameter inverse algorithms for wave equation" @default.
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