4. THE EXACT WAVE PERIODIC SOLUTIONS FOR SOME GENERALIZED BUSSINESQUE EQUATIONS WITH CONSTANT DEVIATING ARGUMENTS
Author: MAMADSHO ILOLOV AND DZHUMABOY SAFAROV DOWNLOAD
DOI:
Abstract
In this paper, the exact periodic solutions for some generalized Businesque equations with constant deviating arguments are found by the method of decomposition by the elliptic Jacobi function. In the case when not all deviating arguments are multiples of the solution periods, the exact solutions are found using the delta amplitude function dnξ, and the modulus of the function is calculated.
Keywords
Jacobi elliptic function, wave solution, deviating arguments.