An Advanced Numerical Approach To Solve Viscous Flow Via Modified Generalized Laguerre Functions

This paper presents an advanced numerical approach that applies the quasilinearization method (QLM) and collocation method (CM) based on modified generalized Laguerre functions (MGLFs) to solve a nonlinear system of ordinary differential equations governing viscous flow with heat transfer and magnetic fields on a semi-infinite domain.We demonstrate the effectiveness and accuracy of the proposed method by comparing it with previous well-known methods.The results show that the proposed method provides an efficient and accurate solution to the problem.