Add to ORKGThis paper studies the pattern selection in a spatially-periodic problem of a simplified reaction-diffusion system described by an evolutionary Duffing equation. Numerical explorations by a pseudo-spectral method reveal the dependence of the pattern formation on the initial profile as well as the parameter. Only patterns with 2(m) humps are found to be meta-stable in the corresponding parameter ranges.Engineering, MechanicalMechanicsSCI(E)EI中国科技核心期刊(ISTIC)中国科学引文数据库(CSCD)26652-6601
“Pattern formation and selection is an important topic in many physical, chemical, and biological fi...
Reaction-diffusion equations are ubiquitous as models of biological pattern formation. In a recent p...
Abstract: We study a reaction diffusion system that models the dynamics of pattern formation. We fin...
This paper studies the pattern selection in a spatially-periodic problem of a simplified reaction-di...
We study pattern selection in an evolutionary Duffing equation. From numerical computation we discov...
In this article, we focus on a pattern formation method via reaction - diffusion systems. In particu...
Turing's theory of pattern formation has been used to describe the formation of self-organized perio...
<div><p>We compare spot patterns generated by Turing mechanisms with those generated by replication ...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
Reaction-diffusion equations are ubiquitous as models of biological pattern formation. In a recent p...
Abstract. Reaction-diffusion equations are ubiquitous as models of biological pattern for-mation. In...
“Pattern formation and selection is an important topic in many physical, chemical, and biological fi...
Reaction-diffusion equations are ubiquitous as models of biological pattern formation. In a recent p...
Abstract: We study a reaction diffusion system that models the dynamics of pattern formation. We fin...
This paper studies the pattern selection in a spatially-periodic problem of a simplified reaction-di...
We study pattern selection in an evolutionary Duffing equation. From numerical computation we discov...
In this article, we focus on a pattern formation method via reaction - diffusion systems. In particu...
Turing's theory of pattern formation has been used to describe the formation of self-organized perio...
<div><p>We compare spot patterns generated by Turing mechanisms with those generated by replication ...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
We compare spot patterns generated by Turing mechanisms with those generated by replication cascades...
Reaction-diffusion equations are ubiquitous as models of biological pattern formation. In a recent p...
Abstract. Reaction-diffusion equations are ubiquitous as models of biological pattern for-mation. In...
“Pattern formation and selection is an important topic in many physical, chemical, and biological fi...
Reaction-diffusion equations are ubiquitous as models of biological pattern formation. In a recent p...
Abstract: We study a reaction diffusion system that models the dynamics of pattern formation. We fin...