Numerical Investigation one System Reaction-Diffusion with Double Nonlineari

Авторы

  • Sh. A. Sadullaeva Ташкентский Университет Информационных Технологий image/svg+xml
  • G. Pardaeva Ташкентский Университет Информационных Технологий image/svg+xml

Ключевые слова:

reaction, diffusion, self-similar, asymptotic, compactly supported solutions, free boundary, numerical computation visualization

Аннотация

In this paper we demonstrate the possibilities of the self-similar and approximately
self-similar approaches for studying solutions of a nonlinear mutual reaction-diffusion system. The
asymptotic behaviour of compactly supported solutions and free boundary is studied. Based on
established qualitative properties of solutions numerical computation is carried out. The solutions
are presented in visualization form with animation, which allows observing evolution of the studied
process in time.

Загрузки

Опубликован

2018-06-22

Выпуск

Том 86 № 3 (2015): Вестник КазНУ Серия Математика, Механика, Информатика

Раздел

Математическое моделирование технологических процессов

Как цитировать

Numerical Investigation one System Reaction-Diffusion with Double Nonlineari. (2018). Вестник КазНУ. Серия математика, механика, информатика, 86(3), 58-62. https://bm.kaznu.kz/index.php/kaznu/article/view/412