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Geophysical model optimization method integrating machine learning principle and gradual deformation method

A geophysical model and machine learning technology, applied in machine learning, biological models, computing models, etc., can solve problems such as difficulty in obtaining coefficients, failure to give optimal values, and inability to fully express geophysical parameters. The effect of improving efficiency, improving interpretability and accuracy

Active Publication Date: 2020-09-29
HOHAI UNIV
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Problems solved by technology

[0003] At present, for the constraint, selection and optimization process of the stochastic model, the logging of individual points is usually used to constrain the model, and the accuracy of the model is judged by calculating the average value of multiple models. These optimization methods usually cannot be based on the results of the current model. Given the optimal value, choosing any random model cannot fully express the geophysical parameters of the current region
The gradual deformation method is a way to gradually optimize a group of random models by using the disturbance mechanism. Each random model is weighted and extracted in proportion and superimposed on the optimized model. Theoretically, the optimal modeling result can be obtained, but among them coefficients are difficult to obtain

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  • Geophysical model optimization method integrating machine learning principle and gradual deformation method
  • Geophysical model optimization method integrating machine learning principle and gradual deformation method
  • Geophysical model optimization method integrating machine learning principle and gradual deformation method

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Embodiment

[0058] Based on the above problems, this application provides a geophysical model optimization method that combines machine learning principles and gradual deformation methods. figure 1 As shown, it specifically includes the following steps:

[0059] The first step: model fine-tuning, the geophysical parameter model is fine-tuned through the dynamic time planning algorithm (DTW). The aforementioned geophysical parameter model for fine-tuning is a random model, and the reference benchmark for fine-tuning is the average The purpose is to reduce the coordinate offset caused by the uncertainty of the model;

[0060] Model fine-tuning specifically includes the following steps:

[0061] In step 11, the absolute error between the random model and the reference standard is obtained in turn, and the formula is expressed as

[0062] δ(i,j)=(α i -β j ) 2

[0063] In the above formula, δ(i, j) represents the absolute error between the random model α at position i and the reference b...

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Abstract

The invention relates to a geophysical model optimization method integrating a machine learning principle and a gradual deformation method. According to the optimization method, machine learning and agradual deformation method are combined, a known geophysical model is deeply optimized, the interpretability and accuracy of the model are greatly improved, meanwhile, the model has good superiorityin the aspect of information integration, and certain efficiency can be improved for data interpretation and application of a physical parameter model in oil exploration.

Description

technical field [0001] The invention relates to a geophysical model optimization method that combines machine learning principles and gradual deformation methods, and belongs to model optimization in the field of geophysics. Background technique [0002] With the gradual development of oil and gas resources, accurate geophysical models are becoming more and more important for reservoir evaluation and production plan formulation. Reservoir geophysical models include structural models, sedimentary facies models and physical parameter models. The first two types of models Usually, it is a deterministic model constructed based on initial exploration information and experience, while a physical parameter model can use stochastic modeling to obtain multiple model results with equal probability. [0003] At present, for the constraint, selection and optimization process of the stochastic model, the logging of individual points is usually used to constrain the model, and the accurac...

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Application Information

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IPC IPC(8): G06F30/27G06N3/00G06N20/00G06F111/04
CPCG06F30/27G06N3/006G06N20/00G06F2111/04
Inventor 韩飞龙张宏兵尚作萍芮剑文魏奎烨任权
Owner HOHAI UNIV
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