INTERNATIONAL JOURNAL OF INFORMATION AND COMMUNICATION TECHNOLOGIES

Освещение новых идей, вопросов науки и техники, последних разработок и исследований для специалистов широкого круга

MACHINE LEARNING METHOD FOR INVERSE HEAT CONDUCTION PROBLEMS

Authors

  • Keneskyzy K. International Information Technology University
  • Yeskermes S.B. International Information Technology University

DOI:

https://doi.org/10.54309/IJICT.2021.05.1.008

Keywords:

inverse modelling, machine learning, neural network, heat conduction equation, the heat transfer coefficient, numerical methods

Abstract

Investigated in this work is the potential of carrying out inverse problems with linear and non-linear behavior using machine learning methods and the neural network method. With the advent of ma-chine learning algorithms it is now possible to model inverse problems faster and more accurately. In order to demonstrate the use of machine learning and neural networks in solving inverse problems, we propose a fusion between computational mechanics and machine learning. The forward problems are solved first to create a database. This database is then used to train the machine learning and neural network algorithms. ИНФОКОММУНИКАЦИЯЛЫҚ ЖЕЛІЛЕР ЖӘНЕ КИБЕРҚАУІПСІЗДІК International Journal of Information and Communication Technologies, Vol.2, Issue 1, March, 2021 69 + + The trained algorithm is then used to determine the boundary conditions of a problem from assumed meas-urements. The proposed method is tested for the linear/non-linear heat conduction problems in which the boundary conditions are determined by providing three, four, and five temperature measurements. This re-search demonstrates that the proposed fusion of computational mechanics and machine learning is an effec-tive way of tackling complex inverse problems.

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Published

2021-03-15

How to Cite

Кенескызы К., & Ескермес С.Б. (2021). MACHINE LEARNING METHOD FOR INVERSE HEAT CONDUCTION PROBLEMS. INTERNATIONAL JOURNAL OF INFORMATION AND COMMUNICATION TECHNOLOGIES, 2(1), 59–64. https://doi.org/10.54309/IJICT.2021.05.1.008
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