3. IN THE FIGURE SHOWN, THE 50-METER PIPE IS 60 MM IN DIAMETER. THE FLUID FLOWING HASMASS DENSITY OF 920 KG/CU.METER AND DYNAMIC VISCOSITY OF 0.29 PA-S. THE PRESSURE IN THEENCLOSED TANK IS 200 KPA GAGE. DETERMINE THE FOLLOWING(ƒ =0.0225).A. THE AMOUNT AND DIRECTION OF FLOWB. THE VELOCITY OF FLOW IN THE PIPE.C. THE REYNOLDS NUMBER OF THE FLOWH= 12 mL=50 m

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Answered: 3. IN THE FIGURE SHOWN, THE 50-METER…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Water flows through a pipe reducer shown in figure 2. The static pressure in the large diameter pipe and the small diameter pipe are measured by the inverted U-tube manometer containing oil of specific gravity less than one. Determine the manometer reading, thus show that h is given by the equation h = ng(1-SG) la SG Water Figure 2 The diameter of a pipe changes gradually from 75 mm at a point A, 6 m above datum, to 150 mm at B, 3 m above datum. The pressure at A is 103 kPa and the velocity of flow is 3.6 m/s. Neglecting losses, with the aid of a neat sketch, determine the pressure at B.
2.the tube shown is filled with oil. Determine the pressure heads at B and C in meters of water. 3.for the tank shown in the figure, compute the pressure at point B, C, D and E in kPa. Neglect the unit weight of air.
The cage system shown in the figure is made of EC rod. The Flow Limit of the material is 180 MPa and the Safety Coefficient is 4 is desired to be. Accordingly, the circular cross section EC rod Calculate the diameter.
Given The figure shows an inlet and outlet connected to a motor. If the pressure at A is 6.25 MPa and the pressure at B is 3.15 MPa. The motor inlet is a steel hydraulic tube with 25 mm OD × 1.5 mm wall and the outlet is a tube with 50 mm OD × 2.0 mm wall. The fluid is oil (sg = 0.84) and the velocity of flow is 1.40 m/s at point B. h1 = 2.60 m Required Calculate the power delivered to the hydraulic motor in kW to the nearest 100th. A h1 Flow |Motor
Solve using the hardy cross method.Iterate 2 times by hand in bond paper. Iterate 18 times by spreadsheet in tabular form in Excel.
PROBLEM 3: An in-line flow nozzle is to be used to measure the flow of ethyl alcohol (v = 1.52 x 10-6 m²/s; p = 789 kg/m³) through a 50 mm diameter pipe inline. The nozzle diameter is 28 mm, and the pressure drop across the nozzle is 4,000 Pa. a. Determine the volumetric flow rate. b. Determine the average velocity of the fluid. c. Determine the mass flow rate.
Question 1 b) The U-tube manometer can be used to detemine pressure difference between two systems. This type of manometer is called a differential U-tube manometer. Consider the differential manometer connected to a pipe, as shown in Figure 1. Explain step by step on how you can calculate the pressure difference between point A and B. P1 h, A Flow Test Section U-Tube Differential Manometer
A 3 cm orifice plate is placed within a 4 cm pipe in which methanol at 20 °C (SG =0.7884 and dynamic viscosity (μ) = 0.5857 cP) is flowing through. If the flow ratepassing through the pipe is 3.1 litres per seconds, determine the pressure difference thatmust be measured around the orifice plate. The discharge coefficient of the orifice can be calculated by Where, β is the ratio of orifice diameter to pipe diameter and Re is the Reynoldsnumber.
B and C please
A consulting firm is asked to perform a study of pipe flow. A fluid flows at velocity, V, through the pipe of diameter, D. An orifice plate containing a hole of diameter, d, is placed in the pipe (this means the pipe diameter is essentially reduced to d at this location). It is desired to study the pressure drop, AP, across the plate. Assume that AP = f(D, d, o, V). Determine a suitable set of pi terms.
a. Water and oil flow in horizontal pipelines. A double U-tube manometer is connected between the pipelines, as shown in Figure 1.1. Calculate the pressure difference between the water pipe and the oil pipe. Air Oil 1 in. 6 in. Water Sz = 0.9 10 in. S=1.6 Figure 1.1

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