The present disclosure provides a numerical simulation method for obtaining a flow field of an incompressible flow. The method comprises the steps: reading computational mesh information of a simulation object, physical property parameters of a fluid working medium and flow initial boundary value condition information, and calculating mesh parameters and time step parameters; initializing the velocity field and the pressure field; using m-step explicit Runge-Kutta to solve the momentum equation of incompressible fluid to obtain the virtual velocity field of the simulated object, where m represents the number of steps used and m>=2; based on the virtual velocity field and the read parameters and information, deducing the pressure equation from the continuity equation, and determining the next pressure by the pressure equation; when the last step of the m-step explicit Runge-Kutta is carried out, correcting the velocity field by the obtained pressure, and obtaining the next velocity; using the convergence criterion to judge whether the numerical solution is convergent or not, and if so, outputting the flow field data information, and if it is not convergent, repeating the iterative process until the numerical solution converges.