| Abstract: | It is well known that nonlinear integro-differential equations play vital
role in modeling of many physical processes, such as nano-hydrodynamics, drop
wise condensation, oceanography, earthquake and wind ripple in desert. Inspired
and motivated by these facts, we use the variation of parameters method for solving system of nonlinear Volterra integro-differential equations. The proposed technique is applied without any discretization, perturbation, transformation, restrictive assumptions and is free from Adomian's polynomials. Several examples are
given to verify the reliability and efficiency of the proposed technique. |
