UAR
- 8
- 0
Please how would one derive the Poisson Equation model,
\nabla^{2}\psi(x) = \frac{F(x)}{T},
for Transverse displacement \psi(x) of a stretched string under constant non-zero tension T and an externally applied transverse force F(x) . Assuming small angle with the horizontal (i.e sin(\theta)\approx\theta) ?
Thanks
\nabla^{2}\psi(x) = \frac{F(x)}{T},
for Transverse displacement \psi(x) of a stretched string under constant non-zero tension T and an externally applied transverse force F(x) . Assuming small angle with the horizontal (i.e sin(\theta)\approx\theta) ?
Thanks
Last edited: