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[MUG] RE: evaluating _F1 /_F2 in pdsolve o/p
| [MUG] RE: evaluating _F1 /_F2 in pdsolve o/p |
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Author: Willard, Daniel Dr DUSA-OR
Posted: Tue, 21 May 2002 11:29:27 -0400
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>> From: "Willard, Daniel Dr DUSA-OR" "daniel.willard"
Clearly you have to specify G to get computable integrals (they may or
may not give a closed form). Then you have to fit the result to the
boundary conditions you must specify as a function of b. You might
try integrating the integrals in G by parts to see if they simplify at
all.
-----Original Message-----
>> From: "Nagaraj Mahavir" "mahavir"
I am trying to solve a PDE of the form
pde:=diff(X(b,h),h,h)+2*diff(X(b,h),h)+(b^2)*(X(b,h))=diff(G(b,h),h)+G(b,h)
The pdsolve(pde,X) command gives me an equation of the form
X(b,h)= ()_F1+ ()_F2+()
the boundary conditions are X(b,0)=0 and (diff(X(b,h),h)@h=0)=0
how do I solve this PDE and evaluate the _F1 and _F2 terms.
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