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	An efficient finite difference/Hermite?Galerkin spectral method for time-fractional coupled sine?Gordon equations on multidimensional unbounded domains and its application in numerical simulations of vector solitons
	Guo, Shimin; Mei, Liquan; Hou, Yanren; Zhang, Zhengqiang
刊名	Computer Physics Communications
	2019
卷号	237页码:110-128
关键词	Caputo fractional derivatives Galerkin spectral method Gordon equation Hermite polynomials ITS applications Spectral accuracy Temporal discretization Unbounded domain
ISSN号	0010-4655
URL标识	查看原文
内容类型	期刊论文
URI标识	http://www.corc.org.cn/handle/1471x/2827934
专题	西安交通大学
推荐引用方式 GB/T 7714	Guo, Shimin,Mei, Liquan,Hou, Yanren,et al. An efficient finite difference/Hermite?Galerkin spectral method for time-fractional coupled sine?Gordon equations on multidimensional unbounded domains and its application in numerical simulations of vector solitons[J]. Computer Physics Communications,2019,237:110-128.
APA	Guo, Shimin,Mei, Liquan,Hou, Yanren,&Zhang, Zhengqiang.(2019).An efficient finite difference/Hermite?Galerkin spectral method for time-fractional coupled sine?Gordon equations on multidimensional unbounded domains and its application in numerical simulations of vector solitons.Computer Physics Communications,237,110-128.
MLA	Guo, Shimin,et al."An efficient finite difference/Hermite?Galerkin spectral method for time-fractional coupled sine?Gordon equations on multidimensional unbounded domains and its application in numerical simulations of vector solitons".Computer Physics Communications 237(2019):110-128.

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