Explicit Solvers

Explicit solvers are numerical methods used to solve ordinary and partial differential equations by explicitly computing the solution at each time step. In other words, an explicit solver calculates the solution using only the values of the solution at the previous time step, without needing to solve a system of equations.

Explicit solvers are usually simpler and faster than implicit solvers, but they have limitations in terms of stability and accuracy. Explicit methods are only stable for certain values of the time step, and the accuracy of the solution may decrease as the time step increases.