Find the temperature in Prob. 11 with L = , c = 1, and f (x) =
Question:
Find the temperature in Prob. 11 with L = π, c = 1, and
f (x) = x
Data from Prob. 11
“Adiabatic” means no heat exchange with the neighborhood, because the bar is completely insulated, also at the ends. Physical Information: The heat flux at the ends is proportional to the value of ∂u/∂x there.
Show that for the completely insulated bar ux(0, t) = 0, ux(L, t) = 0, u(x, t) = f(x) and separation of variables gives the following solution, with An given by (2) in Sec. 11.3.
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The temperature at any point x t can be found by solving for ux t using the solution given ...View the full answer
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