Calculating algorithm of the Soliton Solutions of the Generalized Nonlinear RKL Equation

The basis of many phenomena in the various sciences are inherently nonlinear, formed by partial and ordinary differential equations. With the exception of a limited number of these equations that have precise analytical solutions, most of these problems do not have precise solutions, which must be solved by new coding-based methods based on software such as Mipple and MATLAB. In this paper, using a new generalization to shape the answers in the Bacland conversion method, we use Mipple software to express new salutary answers to the generalized nonlinear equation of Radacricians-Cando-Lakshminen.