Solving a Boundary Value Problem using Fourier Transforms

[modeiry88]

Homework Statement

Formally solve the following boundary value problem using Fourier Transforms.

Homework Equations

$$\partial$$u/$$\partial$$t = ($$\partial$$$$^{2}$$u/$$\partial$$x$$^{2}$$)+($$\partial$$u/$$\partial$$x)

(-$$\infty$$<x<$$\infty$$,t>0)

u(x,0)=$$\Phi$$(x)

(-$$\infty$$<x<$$\infty$$)

u(x,t) is bounded for -$$\infty$$<x<$$\infty$$,t$$\geq$$0

The Attempt at a Solution

Cannot come up with a solution

 

[berkeman]

That's 3 posts and no work shown on anyone of them. You *must* show an attempt at a solution, or we cannot be of help to you. Please click on the "Rules" link at the top of the page.