- Consider The Equation For Temperature Given Below Ket H X T E Pc Sin 8x Where K P C And Can Be Treated As Consta 1 (15.17 KiB) Viewed 66 times
Consider the equation for temperature given below -ket h(x,t)= e pc sin (8x) Where k, p, c, and can be treated as consta
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Consider the equation for temperature given below -ket h(x,t)= e pc sin (8x) Where k, p, c, and can be treated as consta
Consider the equation for temperature given below -ket h(x,t)= e pc sin (8x) Where k, p, c, and can be treated as constant terms. 1. Show that h(x,t) is a possible solution of the homogeneous equation for heat given below ah ah = k дх2 Where 0<x<Land ---<t<-- pc at | 2. What values of satisfy h(x, t) with homogeneous Dirichlet boundary conditions when x = 0 and x=L?