Medium oil having a sp.gr. of 0.90 flows through a 120 mm diameter pipe with a mean velocity of 5.3 m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Compute the velocity at the cente
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Medium oil having a sp.gr. of 0.90 flows through a 120 mm diameter pipe with a mean velocity of 5.3 m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Compute the velocity at the center.
CHOICE: 3.60, 6.003, 6.30, 3.006
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- Medium oil having a sp.gr. of 0.90 flows through a 120 mm diameter pipe with a mean velocity of 5.3 m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Compute the velocity at 40 mm from the center of the pipe.Oil is being transported at a rate of 20gal/min through a 2-in schedule 40 steel pipe (ID = 2.067in). The oil has a viscosity of 20cP and a specific gravity of 0.85. The line is slanted, and the static pressure at one point in the line is 45 psig. Calculate the static pressure (in psig) at a location in the line 200 feet further along flow direction and 50 feet lower in elevation.Medium oil having a sp.gr. of 0.90 flows through a 120 mm diameter pipe with a mean velocity of 5.3 m/s and friction factor of 0.01. Oil has an absolute viscosity of 0.04 Pa.s. Compute the velocity at 40 mm from the center of the pipe. Group of answer choices 9.845 8.459 4.589 5.489
- The velocity of oil flowing thru a 30mm diameter pipe is equal to 2m/s. Oil has a kinematic viscosity of 5x10^-5 m2/s. If the pipe has a length of 120m. Compute for the Reynolds number. Compute for the friction factor. Compute the head loss of the pipe.Oil flows at 62 L/s in a pipe of 175mm diameter and 50m length. SG of oil is 0.9 and viscosity is 0.04 Pa-sec. If head loss is 5.22m, determine:Please answer all questions. I will rate. Oil of specific gravity 0.80 and dynamic viscosity of 0.05 Pa-s flows at a rate of 100 lit/sec through a 80 m of 150 mm diamater pipe. If the head lost is 4m, determine the Note:Choices are given Reynolds number (13,581.22, 15,831.22, 18,351.22, 12,521.82) Maximum velocity in m/s (1.67, 7.61, 6.17, 71.6) Maximum shear stress in Pa (14.72, 21.74, 41.27, 17.42) Velocity 30 mm from the centerline of pipe in m/s (4.99, 5.99, 6.99, 3.99)
- Medium fuel oil having an absolute viscosity of 6.55 x 10⁻⁵ ft²/s flows in a steel pipe 4100 ft long at a maximum rate of 0.201 cfs. Which of the following most nearly gives the minimum diameter of the pipe in ft required to keep the flow in a laminar condition?Compute the head loss (in meters) in 2000 m of horizontal, steel pipe with nominal pipe size of 300 mm and SCH 30. The pipe is carrying water with an average velocity of 1.88 m/s. Take water at 20°C to have a viscosity of 1.00E-3 Pa-s and density of 1000 kg/(m^3). Take the roughness of steel pipe to be 0.048 mm. Round your answer to 2 decimal places.A Pipe carrying oil of specific gravity 0.92 changes in size from 250 mm at section 1 and 550 mm at section 2. Section 1 is 4.2 m below section 3 and the pressures are 90 kPa and 60 kPa respectively. If the discharge is 150 lit/sec, determine the head lost and the direction of flow. provide complete solution asap.
- What size pipe will deliver 90 gpm of oil at 40 deg F given the viscosity 6.55 x10-5 ft/s. Assume laminar flow. a. 2.13 ft b. 1.89 ft c. 1.95 ft d. 2.05 ftCalculate the pressure difference between points A and B. The specific gravity of the oil is 0.85Medium fuel oil having an absolute viscosity of 6.55 x 10⁻⁵ ft²/s flows in a steel pipe 4100 ft long at a maximum rate of 0.201 cfs. Using the diameter obtained in the previous problem, which of the following most nearly gives the friction factor of the pipe?