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Математическое моделирование процессов деформирования

Силаев Д.А., Синицын В.В., Султанов И.А., Тычкин А.А.

Москва

"Математика. Компьютер. Образование". Cб. трудов X международной конференции. Под общей редакцией Г.Ю. Ризниченко Ижевск: Научно-издательский центр "Регулярная и хаотическая динамика", 2003. Vol. 2. Pp. 297-306.

Objects and laws of dynamic processes on stochastic continua of the real bodies mechanics are investigated theoretically and numerically. The system of the differential equations, describing these destruction processes, was designed before by school Bogolyubov-Ogibalov [1,2]. We researched the system in the supposition, that the contribution, imported by elastic deformation, was disappear small. It is shown that the area between the close disposed plastic deformation "ochags" (epicentrum) is promptly transmuted into a zone of an intensive structural dissipation.



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