Time-stepping methods are numerical techniques used to solve time-dependent partial differential equations by breaking down the problem into discrete time intervals or steps. These methods allow for the approximation of the solution at specific time points, making it easier to analyze dynamic systems like fluid flow, heat transfer, and other processes that evolve over time. They are essential in simulations where predicting behavior at each time step is critical for understanding the overall system's dynamics.
congrats on reading the definition of time-stepping methods. now let's actually learn it.