Is $u_x(0,t)=u_x(1,t)=u_t(x,0)=u_t(x, 1) = 0$ an example of Neumann boundary conditions?

Asked Jul 21 '17 at 04:42

Active Jul 21 '17 at 05:00

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I am unsure if this qualifies. The examples I have seen have all had nonzero boundary conditions. If it matters, I am solving the wave equation $c^2u_{xx} = u_{tt}$.

edited Jul 21 '17 at 05:00

Michael L.

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asked Jul 21 '17 at 04:42

XVD

Yes, they are Neumann BC. – JJacquelin Jul 21 '17 at 06:19

Is $u_x(0,t)=u_x(1,t)=u_t(x,0)=u_t(x, 1) = 0$ an example of Neumann boundary conditions?

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