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Consider the equation = 6 ut=uxx6ux,0 < <1 0 0 t>0, with boundary condition(0,)=0,(1,)=0 u(0,t)=0,u(1,t)=0, and initial condition(,0)= 3 (9sin()+5sin(2)+7sin(3)) u(x,0)=e3x(9sin(x)+5sin(2x)+7sin(3x)). Solve. (,)=
Consider the equation
=
6
ut=uxx6ux,0<<1
0
t>0, with boundary condition(0,)=0,(1,)=0
u(0,t)=0,u(1,t)=0, and initial condition(,0)=
3
(9sin()+5sin(2)+7sin(3))
u(x,0)=e3x(9sin(x)+5sin(2x)+7sin(3x)). Solve.
(,)=
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Elementary Statistics A Step By Step Approach
Authors: Allan Bluman
8th Edition
73386103, 978-0073386102
