Some new Jacobi elliptic function solutions for the short-pulse equation via a direct symbolic computation method
Applying a direct symbolic computation method combined with variable transformations, some new Jacobi elliptic function solutions are obtained to the short-pulse equation in nonlinear optics. When Jacobi elliptic function modulus m?1 or0, the travelling wave solutions degenerate to two types of solutions, namely, the loop-like soliton solution and the trigonometric function solution.
jacobi elliptic function solution short-pulse equation symbolic computation method variable transformation loop-like soliton solution 35q51 35g20 35q60 37k40