ЗАСТОСУВАННЯ НЕЙРОННИХ МЕРЕЖ ЗІ ЗВОРОТНИМ РОЗПОВСЮДЖЕННЯМ ПОМИЛКИ В ЗАДАЧАХ ЕЛЕКТРОМЕТРІЇ НАФТОГАЗОВИХ СВЕРДЛОВИН

Introduction. The final step of electrometry (the main method of geophysical investigation of wells) is quantitative interpretation. Such an interpretation requires solving the ill-posed inverse problem of determining the geoelectrical parameters of the stratification of layers penetrated by the wel...

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Bibliographische Detailangaben
Datum:2025
1. Verfasser: MYRONTSOV, M.
Format: Artikel
Sprache:English
Veröffentlicht: PH “Akademperiodyka” 2025
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Online Zugang:https://scinn-eng.org.ua/ojs/index.php/ni/article/view/789
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Назва журналу:Science and Innovation

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Science and Innovation
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Zusammenfassung:Introduction. The final step of electrometry (the main method of geophysical investigation of wells) is quantitative interpretation. Such an interpretation requires solving the ill-posed inverse problem of determining the geoelectrical parameters of the stratification of layers penetrated by the well.Problem Statement. The need to solve inverse mathematical problems of electrometry of oil and gas wellspresents the challenge of their instability. For electrical logging problems, there is no universal regularizationmethod for effectively solving ill-posed inverse problems; for induction logging, the development of regularizationmethods is a technically complex task.Materials and Methods. To solve the problem, various parameters and architectures of the neural networkhave been tested. A two-layer network with backpropagation of error has been selected.Purpose. To demonstrate the possibility of effectively solving the inverse problem of electrometry (for both electrical and induction logging methods) using neural networks with backpropagation of error and a simple architecture.Results. A neural network has been developed and trained (including the design of its structure and the computation of the corresponding training arrays) to determine the parameters of a three-layer formation penetratedby the well.Conclusions. It has been shown that the problem of determining the radial (along the layer for vertical wells)distribution of resistivity can be effectively solved using neural networks with backpropagation of error and a simple architecture.