- #1
Firben
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A string of length L are connected in x = 0 and x = L. The point x = a, 0<a<L, are a point formed weight with mass m0 attached. Formulate the mathematical problem for small transversal oscillations .
I got it to be:
∴
m0*utt(a,t) = s(a,t)(ux(a+,t)-ux(a-,t))
u(x,0) = g(x)
ut(x,0) = h(x)
The answer should be
∴
utt - c2uxx = -(m0*g/ρ)*δ(x-a)
How can i transform it ?
I got it to be:
∴
m0*utt(a,t) = s(a,t)(ux(a+,t)-ux(a-,t))
u(x,0) = g(x)
ut(x,0) = h(x)
The answer should be
∴
utt - c2uxx = -(m0*g/ρ)*δ(x-a)
How can i transform it ?