Conservation laws of the generalized short pulse equation
摘要
We show that the generalized short pulse equation is nonlinearly self-adjoint with differential substitution.Moreover,any adjoint symmetry is a differential substitution of nonlinear self-adjointness,and vice versa.Consequently,the general conservation law formula is constructed and new conservation laws for some special cases are found.
引用本文(GB/T 7714)
张智勇, 陈玉福. Conservation laws of the generalized short pulse equation[J]. 中国物理B:英文版, 2015.
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