METHODS OF SOLVING VARIOUS TYPES OF INTERDISCIPLINARY PROBLEMS FROM ALGEBRA

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Yunusjon Abdiravupovich Khakkulov

Abstract

With the development of the StrAU, a scientist engaged in strength analysis and related fields has significantly changed his approach to solving a new problem over the last third of a century. If the researcher works within the framework of small deformations, it is enough for him to propose and justify the model and carry out the calculation using the industrial CAE, sometimes adding small possible additions in the external language of the package. This is due to the fact that the problem of creating a computer program for solving the problem "from scratch" is almost completely solved with the introduction of industrial CAE2 into the calculation practice. If the deformations are not small, then it is not. In some cases, the development of the functionality of the StrAU and the scientific component for such development is required. The roadmap for improving the Fidesis package provides for such a development of the functionality for multiscale modeling, which is necessary when using nanostructured materials, metamaterials, taking into account the structure of the material when modeling high pressures, fracture, and the use of additive technologies.

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How to Cite
Yunusjon Abdiravupovich Khakkulov. (2020). METHODS OF SOLVING VARIOUS TYPES OF INTERDISCIPLINARY PROBLEMS FROM ALGEBRA. Archive of Conferences, 6(1), 37-39. Retrieved from https://conferencepublication.com/index.php/aoc/article/view/230
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