Solving IVPs using Laplace Transforms MAT 275 Advantages
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Solving IVPs using Laplace Transforms MAT 275
Advantages of using Laplace Transforms to Solve IVPs • It converts an IVP into an algebraic process in which the solution of the equation is the solution of the IVP. • It handles initial conditions up front, not at the end of the process. • It is “algorithmic” in that it follows a set process. • It handles non-homogeneous forcing functions, and is especially useful when the forcing function is discontinuous or an impulse. • It is cool. (c) ASU Math - SOMSS - Scott Surgent. Report any errors to surgent@asu. edu 2
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- Scott surgent
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