One Dimensional Burgers' Equation
In this example we use a one-dimensional third order semi-discrete central scheme to evolve the solution of the inviscid Burgers' equation
![](../equation_images/figures/burgers1d.png)
over the interval , from to , with initial conditions given by
![](../equation_images/figures/burgers1d_ic.png)
and periodic boundary conditions, . Solution computed using 400 cells and cfl number 0.75.
The image below display the initial coditions, click on it to see an animation up to .
![](../animations/burgers/burgers_t0.gif)
Click on the image to see an animation
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