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I'm totally confused about this PDE problem.
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Here's the example it's based on.
the function is of only one variable so it is solved like ODE
what function?
u(x)
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but not sure it's sinh and cosh instead of sin and cos
I posted an example and an exercise. I'm confused about both of them. Are talking about u(x) in the example? If so, I do not understand what ODE method they actually used to solve it.
\[D u''- r u=0\] \[u''=(r/D) u\] \[\lambda^2=r/D\] \[u= C e^{\sqrt{r/D}t}+C_2 e^{-\sqrt{r/D}t} \]
What method is that?
just solving 2nd order linear oridnary equation
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