mhamini
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Hi
By solving this problem :
Θtt = a²Θxx ; (0<x<L , t>0)
Θ(x,0) = f(x);
Θt(x,0) = 0;
Θx(0,t) + αΘ(0,t) = 0;
Θx(L,t) + αΘ(L,t) = 0;
α is a positive constant;
I have this non-fourier serie now :
Θ(x,0) = ∑(AnCn)e^(αx)+(AnDn)e^(-αx) = f(x)
How can i obtain AnBn & AnDn cofficients?
By solving this problem :
Θtt = a²Θxx ; (0<x<L , t>0)
Θ(x,0) = f(x);
Θt(x,0) = 0;
Θx(0,t) + αΘ(0,t) = 0;
Θx(L,t) + αΘ(L,t) = 0;
α is a positive constant;
I have this non-fourier serie now :
Θ(x,0) = ∑(AnCn)e^(αx)+(AnDn)e^(-αx) = f(x)
How can i obtain AnBn & AnDn cofficients?