NUMERICAL SOLUTION OF THERMOPLASTIC DYNAMIC DEPENDENCE PROBLEM
Keywords:
parabolic, hyperbolic, isotropic, deformation, thermoplastic, revealing and non-revealing schemes, dynamicAbstract
It is devoted to the creation of a mathematical model that expresses the deformation processes of isotropic bodies in a parabolic-hyperbolic state, taking into account the temperature, and corresponding calculation models. Calculation algorithms were built based on discrete analysis of mathematical models and software was created in C# language. Concretely specific issues have been resolved based on the software.
References
Khaldjigitov, A. A., Kalandarov, A. A., & Yusupov, Y. S. (2019). Coupled problems of thermoelasticity and thermoplasticity. T.“Fan va texnologiya”, 203.
Yusupov, Y. S. (2022). Numerical Solution of a TwoDimensional Dynamic Related Problem of Thermal Support. Eurasian Journal of Engineering and Technology, 5, 125-134.
Khaldjigitov, A. A., Yusupov, Y. S., Khudazarov, R. S., & Sagdullaeva, D. A. (2019). On the thermoplasticity constitutive relations for isotropic and transversely isotropic materials. International Journal of Mechanical and Production Engineering Research and Development (IJMPERD), 9(4), 467-478.
Khaldjigitov, A. A., Yusupov, Y. S., Rasedee, A. F. N., & Long, N. N. (2019, April). Mathematical modeling and simulation of the coupled strain space thermoplasticity problems. In Journal of Physics: Conference Series (Vol. 1212, No. 1, p. 012023). IOP Publishing.
Юсупов, Ю. С. (2019). Численное решение связанной динамической термо¬упруго¬пластической задачи, основанной на деформационной теории. Проблемы вычислительной и прикладной математики, (4 (22)), 101-110.
Saidjonovich, Yusupov Yusufbay, and Babadjanov Mumin Radjapovich. "Numerical solution of a Three-Dimensional Coupled thermoplastic problem based on deformation theory" The International Journal of Science & Technoledge 7.9 (2019).
Халджигитов А.А., Юсупов Ю.С., & Адамбаев У.Э. (2019). Численное моделирование связанной двумерной динамической задачи термопластичности. Вестник Илм сарчашмалари, (11), 12-15.
Yusupov, Y., & Khaldjigitov, A. A. (2017). Mathematical and numerical modeling of the coupled dynamic thermoplastic problem. Universal Journal of Computational Mathematics, 5(2), 34-43.
Юсупов Ю. С., Хасанов К. А. Численное решение одномерной термопластической задачи для изотропных тел //Управление инновациями: теория, методология, практика. – 2014. – №. 11. – С. 131-138.
Юсупов Ю. С., Хужакулов Ш. А., Худаяров Ш. Ш. Численное решение двухмерной связанной термопластической задачи основанной на деформационной теории //Управление инновациями: теория, методология, практика. – 2014. – №. 11. – С. 138-144.
Yusupov Y. S., Khaldjigitov A. A. Numerical solution of the coupled dynamic problems based on the deformation and flow thermoplasticity theories.
Khaldjigitov, A. A., Qalandarov, A. A., Yusupov, Y. S., & Sagdullaeva, D. A. (2013). Numerical modelling of the 1D thermoplastic coupled problem for isotropic materials. Acta TUIT, 1.
Yusupov, Yu S. "Numerical Solution of a TwoDimensional Dynamic Related Problem of Thermal Support." Eurasian Journal of Engineering and Technology 5 (2022): 125-134.
Ю.С. Юсупов; С.А. Абдувоитов. Математическое и численное решение двумерной связанной задачи термоупругости на основе деформацион теории. Peri. Jour. of Mode. Phil. Soci. Scie. and Huma. 2022, 11, 189-199.
A. A. Khaldjigitov, Yu. S. Yusupov, U. E. Adambaev, and D. A. Sagdullaeva, "Numerical solution of two-dimensional coupled thermoplastic problems", AIP Conference Proceedings 2637, 040007 (2022) https://doi.org/10.1063/5.0118532
Y.S. Yusupov and Ch.M. Xolmatova, “Numerical modelling of the one-dimensional thermoplastic coupled problem for isotropic materials using deformation theory”, Euro.Jour.Eng. Tech, vol. 15, pp. 71–77, Feb. 2023.
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