Spatially heterogeneous periodic solutions of the Hutchinson equation with distributed saturation. Automatic Control and Computer Sciences Volume 47, Issue 7, December 2013, Pages 549-555
14 сентября 2018
209
| Предметная область | — |
| Выходные данные | — |
| Ключевые слова | — |
| Вид публикации | Статья |
| Контактные данные автора публикации | Glyzin, D.S.a , Kashchenko, S.A.ab , Polstyanov, A.S.a ; a Demidov State University, Yaroslavl, Russian Federation b Department of Applied Mathematics, National Research Nuclear University, MEPhI |
| Ссылка на публикацию в интернете | www.scopus.com |
Аннотация
Asymptotics of spatially heterogeneous periodic solutions of the spatially distributed Hutchinson equation with periodic boundary conditions are obtained in cases of symmetric and asymmetric saturations. The numerical analysis of a simplified model shows the multistability, i.e., the coexistence of periodic solutions in the form of travelling waves, among which there are no solutions with the obtained asymptotics.
Author keywords
Asymptotic methods; Distributed Hutchinson equation; Method of steps
Author keywords
Asymptotic methods; Distributed Hutchinson equation; Method of steps
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