Solving Equation with ndsolve: dp/dt, a,b,c,theta

AI Thread Summary
The discussion revolves around solving a complex partial differential equation (PDE) using ndsolver. The equation in question involves the second derivatives of a function p with respect to variables x, t, and theta, with constants a, b, and c. It is clarified that ndsolver is not suitable for this type of equation, as it is designed for ordinary differential equations, not PDEs. The complexity of solving PDEs is acknowledged, and the user expresses confusion due to a previous suggestion from their master to use ndsolver. The conversation highlights the need for alternative methods to solve the PDE presented.
zahra
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Hi.
How can i solve below equation with ndsolver ?
dp/dt = a * d^2p/dx^2 * cos^2 (theta) + b d^2p/dt^2 + c d^2p /d(theta)^2
where a , b, c are constant. d^2p/dx^2 is second derivative with respect to x. theta is angle.
 
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Hi zahra, welcome to PF!

p is a function of x, theta, and t, so this is not an ordinary differential equation, but a partial differential equation. NDsove can't be used. Solving PDEs is not trivial.
 
Hi DrClaude .thanks!
Really ? but my master told me that use NDS ! Do we have other way to solve this proplem?
 
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