Birth and death of spiral waves in a network of Hindmarsh–Rose neurons with exponential magnetic flux and excitable media
Author | Parastesh F. |
Author | Rajagopal K. |
Author | Alsaadi F.E. |
Author | Hayat T. |
Author | Pham V.-T. |
Author | Hussain I. |
Available date | 2020-04-27T08:34:20Z |
Publication Date | 2019 |
Publication Name | Applied Mathematics and Computation |
Resource | Scopus |
ISSN | 963003 |
Abstract | Spiral waves are spatiotemporal patterns, observed in complex networks of biological oscillators such as heart and brain. In this paper, at first a modified Hindmarsh–Rose model with external electromagnetic radiation and discontinuous exponential flux coupling is introduced. Then a 2-dimensional network of the proposed model is constructed. The spatiotemporal patterns of the network are investigated in two different cases of periodic and quasi-periodic external magnetic excitations, by varying the external force parameters. As a consequence, the effective factors on the formation and elimination of spiral waves are reported. |
Language | en |
Publisher | Elsevier Inc. |
Subject | External electromagnetic excitation Modified HR model Neuronal network Spiral wave |
Type | Article |
Pagination | 377-384 |
Volume Number | 354 |
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Mathematics, Statistics & Physics [740 items ]