Elastic wave least squares reverse time migration system and method based on wavefield separation
A technology of wave field separation and reverse time migration, applied in the field of petroleum exploration, can solve the problems of inaccurate simulation of seismic wave propagation law, inability to obtain, crosstalk noise, etc.
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Embodiment 1
[0078] Such as Figure 9 As shown, the elastic wave least squares reverse time migration system based on wave field separation includes model input module, forward simulation module, actual seismic data input module, wave field backpropagation module, reverse time migration module, reverse migration module Module, gradient update module and result output module, if the conditions are not satisfied, the gradient update direction based on wave field separation is obtained, and the imaging profiles of the longitudinal and shear wave velocity components are updated; if the conditions are met, the final imaging profiles are output;
[0079] a model input module configured to input a compressional and shear wave migration velocity field model and a slowness disturbance model;
[0080] a forward modeling module configured to perform elastic wave forward modeling and wave field separation;
[0081] an actual seismic data input module configured to input multi-component actual shot re...
Embodiment 2
[0088] On the basis of the above embodiments, the present invention also mentions an elastic wave least squares reverse time migration method based on wave field separation, the flow chart of which is as follows figure 1 As shown, it specifically includes the following steps:
[0089] Step 1: Input the P / S wave migration velocity field model and slowness perturbation model through the model input module, and establish the observation system;
[0090] Step 2: Perform elastic wave forward modeling and wave field separation through the forward modeling module using the elastic wave velocity-stress equation based on wave field separation as shown in the following formula;
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[0094] Among them, (1) is the mixing equation, (2) is the P wave equation, (3) is the S wave equation, v x and v z are the velocities of the horizontal and vertical components, respectively, τ xx and τ zz is the normal stress, τ xz is the shear stress, t is the time, (x,...
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