Question: how to solve this partial differential equation ?

Hi guys, i'm a student from France, so excuse  me in advance for my english.

 

I'm currently struggling to solve a partial differential equation :


where E,I,Fv,p,S0,L are constants.

 

When i ask Maple to solve it, here's its answer

 

But how can i use this solution ? May I use a different method ? Any suggestion ?


here's the code :
[code]E := (1/2)*Fv*(L-y)^2+EI*(diff(x(y, t), `$`(y, 2))) = -(1/12)*p*S0*(diff(x(y, t), t, t))*(L-y)^4/L^2;[/code]

to get the solution type the following code :

[code]pdsolve(E);[/code]

any advice would be appreciated

Thank you for your concern.

 

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