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Help me for the step by step solution by 1-D Diffusion equation which is du/dt=(c^2/r)*d/dr(rdu/dr) and bessel equation => r^2*d^2F/dr^2+(1/r)dF/dr+ (kr)^2*F=0 and this equal to
Help me for the step by step solution by 1-D Diffusion equation which is du/dt=(c^2/r)*d/dr(rdu/dr) and bessel equation=> r^2*d^2F/dr^2+(1/r)dF/dr+ (kr)^2*F=0 and this equal to F(r)= c3Jo(kr)+c4Yo(kr) The way to solve this question is important. Diffusion equation have to be used.
Consider the following elliptic equation in cylindrical coordinates Ou r or or Here 0 S r S R and 0 S z L where R 2, and L 10 If the boundary conditions are given as; u(r,0) 80 u(r,L) 0 u (R, z- 0 Plot u vs. r at z 2, 5 and 8. For plotting approximate the upper limit of the series with 10. Solve the above equation to obtain u(r,z). Show all your steps including any computer programs you usedStep by Step Solution
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