5. 5.25 Kg/s of oil with a relative density of 0.812 and a pressure of 311 kPa enters a short pipeline having an inlet diameter that is 1.5 times greater than outlet diameter. At the outlet the pressure is 295 kPa and is 2.25 m below the inlet. Neglecting friction and viscosity effects find the diameters of the inlet and outlet; and the velocities of the inlet and outlet pipes.
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can you re work this.
I got 10.2 m/s for v2 and 4.54 m/s for v1
- Item 12 The small capillaries in the lungs are in close contact with the alveoli. A red blood cell takes up oxygen during the 0 75 s that it squeezes through a capillary at the surface of an alveolus.An intravenous (IV) system is supplying saline solution to a patient at the rate of 0.120 ml/sec through a needle whose radius is 0.150 mm and length is 2.50 cm. The pressure of the blood in the patient’s vein is 8.00 mm Hg. What pressure is needed at the entrance of the needle to cause this flow, assuming the viscosity of the saline solution is (1.00×10⁻³ N ⋅ s/m²)?PROBLEM 3: The two-fluid U-tube manometer is being used to measure the difference in pressure at two points in a line containing air at 1 atm absolute pressure. The lighter fluid is a hydrocarbon with density equals to 812kg/m³ and the heavier water with density equals to 998kg/m³. The inside diameters of the U tube and reservoir are 3.2 mm and 54.2 mm, respectively. The reading of the manometer is 120.0 mm. Use the formula Pa – P, = R(pa – P6)g - where a and b are the two different fluids and R is the manometer reading. Calculate the pressure drop in (a) mmHg and (b) Pa.
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