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Consider an insulated bar with an initial temperature distribution at time, t=0 having ends that are maintained at a certain temperature. Find the temperature distribution T(x,t) in the bar at t> 0 numerically. After non-dimensionalization: I T= 0 7>0 Boundary condition: T(0,t) = T(1,t) = 0 Initial condition: T(x,0) = 1 Use a uniform mesh of a) Ax = 1/10; b) Ax = 1/100 Solve using i) explicit method At = 1/400, 1/100, 1/10 Consider an insulated bar with an initial temperature distribution at time, t=0 having ends that are maintained at a certain temperature. Find the temperature distribution T(x,t) in the bar at t> 0 numerically. After non-dimensionalization: I T= 0 7>0 Boundary condition: T(0,t) = T(1,t) = 0 Initial condition: T(x,0) = 1 Use a uniform mesh of a) Ax = 1/10; b) Ax = 1/100 Solve using i) explicit method At = 1/400, 1/100, 1/10