When I try to do something with the plasma equation, I stumbled up on an equations like: $$f''+\omega^2f=\exp(i\gamma e^{i\omega_0t})$$ How can I find a particular solution for this equation?
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First, the ODE needs suitable initial conditions (or boundary conditions). Then, one can construct a Green"s Function from which the solution is simply the convolution of the Green's Function with the right-hand side "forcing" function. – Mark Viola Feb 19 '16 at 04:39
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The particular solutions can be expressed on the form of integrals.
Since these integrals have no closed form with a finite number of standard functions, it is not worthwhile to type in Latex the draft below.
JJacquelin
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