Oil flows thru a 50 mm diameter pipe having a head loss of 12 m. The length of the pipe is 120 m. long. If the oil has a Reynold's Number equal to 1600;a. compute the velocity of the oil flowing in the pipe. (unit of the answer is in m/s)b. what is the equivalent viscosity in stokes? (unit of the answer is in stokes) A pipe has a diameter of 20 mm and a length of 80 m. A liquid having a kinematicviscosity of 4 x 10-5 m²/sec is flowing thru the pipe at 3 m/s. Compute the frictionfactor f.Do not write the unit. You will only input the numerical answer in the spaceprovided.Unit of the Correct Answer: NoneDecimal Places required in the final answer: 3

Given, Diameter of pipe (D) = 50mm Head loss (hL) = 12m Length of the pipe (L) = 120m Reynolds…

Oil flows thru a 50 mm diameter pipe having a head loss of 12 m. The length of the pipe is 120 m. long. If the oil has a Reynold's Number equal to 1600; a. compute the velocity of the oil flowing in the pipe. (unit of the answer is in m/s) b. what is the equivalent viscosity in stokes? (unit of the answer is in stokes)

Oil flows thru a 50 mm diameter pipe having a head loss of 12 m. The length of the pipe is 120 m. long. If the oil has a Reynold's Number equal to 1600; a. compute the velocity of the oil flowing in the pipe. (unit of the answer is in m/s) b. what is the equivalent viscosity in stokes? (unit of the answer is in stokes)

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

. A solvent used for plastic manufacturing consists of cyclohexanol in tank A and ethyl lactate in tank B. Determine the pressure on the top of tank A if the mercury in the manometer is at the level shown, where h = 0.75 m. Take Sc= 0.953, SHg = 13.55 and Sel = 1.03. po A T 1.5 m B mercury 4.5 m
kerosene is placed inside a glass capillary tube having a radius of 0.5mm. the kerosene inside the tube is measured to have a standing height of 59mm. determine the true static height of the kerosene using the surface tension value if 0.035N/m and Sg=0.8 Final answer in mm.
As shown in Figure 1, an ideal gas flows isentropically from a large tank into a converging nozzle and exits to a receiver. The gauge pressure of the ideal gas in the large tank is 80 kPa. The nozzle exit area is 38 cm?. (Assume Pam = 101 kPa). a) Determine Mach Number at section 1, the EXIT mass flow rate and EXIT Mach mumber. b) Calculate the flow area at section 1. V: = 580 km/hr T:= 500 K Exit, A Large Tank P= 166 kPa (abs) Ideal Gas k=1.43 R= 0.2968 kJ/kg.k Vi = 480 kan/hr Figure 1
A pressure in a given tank reads 265 mm of Hg. Determine the equivalentheight of a certain fluid in m with sp. gr = 3.44.
SUPPLEMENTARY QUESTION The figure shows two reservoirs connected by a pipe. The discharge rate in the pipe is known to be equal to SN/100 (m3/s) (where SN is the sum of your student number). Calculate the height of the second reservoir (H2), and the pressure head, velocity head and elevation head at point 3 (mid-point of the pipe). Hi 300 m H datum A = SN/1000 %3D L = 100 x SN (m) %3D D = 0.3 m
A differential manometer is attached to a pipe, as shown in the figure. Calculate the pressure difference between points A and B (P- P, ). Mercury (s.g. = 13.6) 0.5 ft y Oil B (s.g. = 0.91)
Oil of sp.gr. of 0.750 flows through the nozzle shown and deflects the mercury in the U-tube gage.Determine the value of H in m if the pressure at A is 142 kPa. Round your answer to 2 decimal places.
Problem 10.56 The 100-mm-diameter commercial steel pipe discharges water at 25°C through the 40-mm-diameter nozzle. (Figure 1) Figure 40 mm g 60e 3m A 100 mm 1 of 1 Part A If the pressure at A is 250 kPa, determine the discharge. The minor loss coefficient of the nozzle is KL = 0.15. Express your answer to three significant figures and include the appropriate units. Q= Submit OL μА Value Provide Feedback Request Answer Units ? (v 5 of 6 Review Next >
I need the answer as soon as possible
mater 2
2. If the atmospheric pressure is 101.33 kPa and the absolute pressure at the bottom of the tank as shown in the figure is 215 kPa. a.) What is the specific gravity of olive oil? b. ) What is the absolute pressure at the interface of the olive oil and the mercury c.) What is the pressure at the bottom of the tank Sea Oil (sg-0.89) Water Olive oil Mercury (sg= 13.6) 1.5 m 2.5 m 3.0m 0.5 m
Consider a cylinder of fluid of length L and radius R flowing steadily in the centre of a pipe of radius r as shown below L r R Show that when the flow in the pipe is laminar the pressure loss is directly proportional to the velocity and obeys the equation Where v is the velocity D is the diameter of the pipe