(a) Let P(x, t) solve =D with boundary conditions P(0, t) = 0, P(L, t) = 0. Show that lim P(x, t) = 0 for all a ≤x≤b. 1-
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(a) Let P(x, t) solve =D with boundary conditions P(0, t) = 0, P(L, t) = 0. Show that lim P(x, t) = 0 for all a ≤x≤b. 1-
(a) Let P(x, t) solve =D with boundary conditions P(0, t) = 0, P(L, t) = 0. Show that lim P(x, t) = 0 for all a ≤x≤b. 1-x = (b) Let P(x, t) solve PDF with boundary conditions (0, t) = 0, (L, t) = 0. P(x, t) dr is constant. Show that N(t)= (c) Explain what these results have to do with the meaning of the diffusion equation and the boundary conditions.
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