For hydrodynamically developed (planar Poiseuille flow) and thermally developing flow between two plates separated by a gap d and length / find temperature T(X,Y) variation in the fluid solving ax Y (1 - Y). = y(1 4Y + 4Y) + - with inlet condition: T(0,Y) = 0 aT Consider: Case a) T(X, 1) = 1 and T(X, 0) = 1. 4U == 0.04, d Y = = = 0 and 0.025 and dpc k K= = 0.004. 4pcUd Case b) a ay -T(X,1) = 0.05, = 1 and ay T(x, 0) = 1. y = 0 and 0.025 and = 0.004. Part-1) Plot temperature profiles vs Y at X = 0.025, 0.075, 0.15, 0.3, 0.45 and 0.8 for case (a) and case(b) Part-2) For case(a) and case(b) for y = 0, plot Tm(X), Ts (X), and the local value of Nusselt number, Nu(X) vs X. Here Nu = 2dh(x)/k. Comment on your results.