Linear Hyperbolic Equations in 1 Dimension
This web application solves nonlinear hyperbolic
equations in 1 dimension
using finite element and finite difference methods to approximate the solution in each case.
The default method is the Implicit Finite Difference Method. One can also
use the Finite Element Method to solve these systems. Just select the preferred
method from the Tools submenu.
For Instance in order to solve a nonlinear hyperbolic equation on the interval
[A,B] from time t=s to t=T, we use the following template:
Click the enter button to fill in the coefficents and initial conditions and
the press the
solve button.
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