I am completely lost help The relation between the flow rate through a pipeline of area A andthe pressure drop Ap across an orifice-type flow meter inserted in that line (see thefigure below) is given by Q = CA where p is density and C is a coefficient. ForPmina pipe diameter of 1 m and a flow range of 20°C water between 2 and 10 andC= 0.75, plot the expected form of the calibration curve for flow versus pressure dropover the flow range. Is the static sensitivity a constant? Incidentally, the device and testmethod is described by both ANSI/ASME Test Standard PTC 19.5 and ISO 5167.PipeQWallpressuretapAppressure dropOrificemeter13min

Pipe Diameter (D) = 1 mFlow Rate (Q) = 2 to 10 m3/minDensity of Water (ρ) = 998 kg/m3 (at 20…

The relation between the flow rate through a pipeline of area A and the pressure drop Ap across an orifice-type flow meter inserted in that line (see the 2Ap figure below) is given by Q = CA where p is density and C is a coefficient. For P m³ min a pipe diameter of 1 m and a flow range of 20° C water between 2 and 10 C=0.75, plot the expected form of the calibration curve for flow versus pressure drop and over the flow range. Is the static sensitivity a constant? Incidentally, the device and test method is described by both ANSI/ASME Test Standard PTC 19.5 and ISO 5167. m 23 min

The relation between the flow rate through a pipeline of area A and the pressure drop Ap across an orifice-type flow meter inserted in that line (see the 2Ap figure below) is given by Q = CA where p is density and C is a coefficient. For P m³ min a pipe diameter of 1 m and a flow range of 20° C water between 2 and 10 C=0.75, plot the expected form of the calibration curve for flow versus pressure drop and over the flow range. Is the static sensitivity a constant? Incidentally, the device and test method is described by both ANSI/ASME Test Standard PTC 19.5 and ISO 5167. m 23 min

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

I6 a) Determine the radial positions of a pitot tube for a 6-point traverse in a 0.3 m inner diameter pipe. Show your calculations. b) If the fluid velocity measured at the pipe center is 0.3 m/s and yields a Reynolds number based on local velocity of 4000, what is the fluid cross-sectional average velocity in the pipe? c) At what value of Re is the discharge coefficient of an orifice meter approximately independent of geometry and flow rate?
Water with a dynamic viscosity of 0.892 cP flows in a smooth pipe of diameter, D = 50 mm and length, L = 10 m. The cross-sectional mean velocity is 1.50 m/s. What type of flow is observed? Calculate the discharge, the entrance length and the friction coefficient. Please solve according to question... I need all answers... Thank you
A flow of 0.20 ft3/s of glycerine (sg=1.26) passes through a 4-in-ductile iron pipe. At 100 °F, the glycerine has a value of ɳ = 7.5x10-3 lb-s/ft2. Determine whether the flow is laminar or turbulent.
What is the volume flow rate for water (viscosity= .0010 Pa×s) through a length of pipe L= 0.60m and pipe radius r= 1.03cm if the pressure difference across this length of pipe is 5.2 kPa? Note that 1 kPa= 1000 Pa. What would the volume flow rate be if the same pipe had a radius that is reduced by 21% (i.e. the radius is 79% of its previous value)? Let's call this flow rate Q1. What is the ratio of Q1 to the original flow rate Q? Express this as a decimal number.
Recommend the low cost flow meter used in industries for measuring flow that provides negligible loss of head in the pipeline. Discuss its construction and working. A venturi tube of throat diameter 10 cm is placed in a pipe of diameter 20 cm. The volumetric flow rate through the venturi tube is 0.02 m3/ sec. [Given: viscosity of water = 10–3 Pas]. Determine the Reynolds number and the upstream to throat differential pressure developed.
On a single plot, show curves that show the relationship between the pressure generated by thepump as a function of flow rate of water at 20 °C through the three branches of the piping systemshown below (delta P on the y axis and flow rate on the x axis; therange of the pressure should be 0 to ~1 MPa). Pipe inner diameter: 0.03 mPipe material: copperTypical mass flow rate of interest: 0.5 kg/sIgnore minor losses of tee's at points A and B and any features of branch 3Consider minor losses of two 90° elbows in branch 2
A circular pipe flow, the diameter d=50mm, mean velocity of water flow in the pipe v=1.5m/s, kinematic viscosity v = 0.89x10m/s when water temperature is 25°C. Judge flow regime in the pipe.
A smooth pipe containing ethanol at 20°C flows at 7 m3/hthrough a Bernoulli obstruction, as in Fig. . Threepiezometer tubes are installed, as shown. If the obstructionis a thin-plate orifice, estimate the piezometer levels (a) h2and (b) h3.
Air flows through a duct at 2,700 cubic feet per minute (CFM). After several feet and a few vents, the air-flow decreases to 1,890 CFM. What is the percent drop that has occurred? (Simplify your answer completely.)
Sulfuric acid with a density of 1980 kg / m3 and a viscosity of 26.7 cP flows in a pipe with a diameter of 35 mm. If the acid flow rate is 1.55 m3 / min, what is the pressure loss due to friction in a 30 m long smooth pipe? a. Reynold number = b. Loss of Pressure =
Air at 15°C flows through a large duct and thence through a 75-mm-diameter hole in the thin metal (c= 0.62). A U-tube gage containing water registers 31.7 mm. Considering the specific weight of air constant, what is the flow through the opening? KINDLY INCLUDE FBD AND ANSWER MUST BE = 46 N/min
Sulfuric acid with a density of 1980 kg / m3 and a viscosity of 26.7 cP flows in a pipe with a diameter of 35 mm. If the acid flow rate is 2 m3 / min, what is the pressure loss due to friction in a 30 m long smooth pipe? a. Reynold number = . b. Loss of Pressure = kPa.