For pressure-driven laminar flow between two horizontal infinite parallel plates separated by a distance 2h, the...

 

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For pressure-driven laminar flow between two horizontal infinite parallel plates separated by a distance 2h, the velocity components are: a) where U is the centreline velocity and the x-axis is located at the centreline. Assume steady, fully developed and incompressible laminar flow. b) u = v(1-7) U1 v=0 For the problem above, obtain the final form of the energy equation after applying the given assumptions. (10 marks) Identify the fluid temperature distribution T(y), for a constant wall temperature Tw at each plate. (20 marks) Hint: The incompressible flow energy equation can be written in the following form where; 0+ 10+ 10+ 10 =150 du + -40)*+G) C) GCJE] = z dy + + du + + du + For pressure-driven laminar flow between two horizontal infinite parallel plates separated by a distance 2h, the velocity components are: a) where U is the centreline velocity and the x-axis is located at the centreline. Assume steady, fully developed and incompressible laminar flow. b) u = v(1-7) U1 v=0 For the problem above, obtain the final form of the energy equation after applying the given assumptions. (10 marks) Identify the fluid temperature distribution T(y), for a constant wall temperature Tw at each plate. (20 marks) Hint: The incompressible flow energy equation can be written in the following form where; 0+ 10+ 10+ 10 =150 du + -40)*+G) C) GCJE] = z dy + + du + + du +