yes it is hard questoin that is why I am looking for help Engine oil at T= 60°C is forced to flow between two very large, stationary, parallel flat plates separated by a thin gapheight h = 3 mm. The plate dimensions are L= 800 mm and W= 300 mm. The inlet pressure is 130 kPa, and outletvents to the atmosphere. As h/L is small, assume velocity changes with respect to x are negligible. From the equationsof motion, generate the expression for u(v).PotAlso, estimate the volume flow rate of oil. Recall the volume flow rate isPinthe integral of the velocity over a cross-sectional area normal to the flow.Finally, calculate the Reynolds number of the oil flow and state if theflow is laminar or turbulent. Use the gap height h as the characteristiclength and average velocity as the characteristic speed. For flow betweenflat plates, the critical Reynolds number, Reer is 1400.

Let as assume a steady, incompressible and fully developed flow. The properties of oil at 60°C from…

Engine oil forced flow between two very large, stationary, parallel flat plates separated by a thin gap height h = 3 mm. The plate dimensions are L = 800 mm and W= 300 mm. The inlet pressure is 130 kPa, and outlet vents to the atmosphere. As h/L is small, assume velocity changes with respect to x are negligible. From the equations of motion, generate the expression for u(v). Also, estimate the volume flow rate of oil. Recall the volume flow rate is the integral of the velocity over a cross-sectional area normal to the flow. Finally, calculate the Reynolds number of the oil flow and state if the flow is laminar or turbulent. Use the gap height h as the characteristic length and average velocity as the characteristic speed. For flow between flat plates, the critical Revnolds number. Re- is 1400.

Engine oil forced flow between two very large, stationary, parallel flat plates separated by a thin gap height h = 3 mm. The plate dimensions are L = 800 mm and W= 300 mm. The inlet pressure is 130 kPa, and outlet vents to the atmosphere. As h/L is small, assume velocity changes with respect to x are negligible. From the equations of motion, generate the expression for u(v). Also, estimate the volume flow rate of oil. Recall the volume flow rate is the integral of the velocity over a cross-sectional area normal to the flow. Finally, calculate the Reynolds number of the oil flow and state if the flow is laminar or turbulent. Use the gap height h as the characteristic length and average velocity as the characteristic speed. For flow between flat plates, the critical Revnolds number. Re- is 1400.

Elements Of Electromagnetics

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ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.

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yes it is hard questoin that is why I am looking for help

Engine oil at T= 60°C is forced to flow between two very large, stationary, parallel flat plates separated by a thin gap
height h = 3 mm. The plate dimensions are L= 800 mm and W= 300 mm. The inlet pressure is 130 kPa, and outlet
vents to the atmosphere. As h/L is small, assume velocity changes with respect to x are negligible. From the equations
of motion, generate the expression for u(v).
Pot
Also, estimate the volume flow rate of oil. Recall the volume flow rate is
Pin
the integral of the velocity over a cross-sectional area normal to the flow.
Finally, calculate the Reynolds number of the oil flow and state if the
flow is laminar or turbulent. Use the gap height h as the characteristic
length and average velocity as the characteristic speed. For flow between
flat plates, the critical Reynolds number, Reer is 1400.

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