EI(∂^4 y/∂x^4 )+ρS(∂^2 y/∂t^2 )=0 (1) y(x,0)=U_0 (x) (∂y/∂t)(x,0)=V_0 (x) ; EI(∂^2 y/∂x^2 )(0,t)=EI(∂^2 y/∂x^2 )(L,t)=0


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Question Number 158625 by ArielVyny last updated on 07/Nov/21

$E I \frac{\partial^{4} y}{\partial x^{4}} + ρ S \frac{\partial^{2} y}{\partial t^{2}} = 0 (1)$ $y (x, 0) = U_{0} (x)$ $\frac{\partial y}{\partial t} (x, 0) = V_{0} (x); E I \frac{\partial^{2} y}{\partial x^{2}} (0, t) = E I \frac{\partial^{2} y}{\partial x^{2}} (L, t) = 0$
Commented by ArielVyny last updated on 07/Nov/21

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