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Mixed Dirichlet-Neumann modes on an interval

The eigenfunctions satisfying

X (0) = 0

and

X^{'} (L) = 0

are

X_{n} (x) = sin (k_{n} x), k_{n} = \frac{( n + 1/2 ) π}{L}, q u a d n \geq 0.

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- Critical length for a linearly growing morphogen Mixed Dirichlet-Neumann modes on an interval 17

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