Hi Please answer Question V ONLY! Thanks! Q4.10) Figure 4.10 shows a flow-obstruction flowmeter with circular cross sections. The fluidis incompressible and has a constant density of p= 1250 kg/m3 when it goes through theflowmeter. The ratio of cross-sectional area A₁ to A2 is 3:1. The radius of Al is 0.04 m. Theflow coefficient Kv is 0.95. The pressure difference is measured to be Ap = 300 Pa.A₁PiP2Ap↑42A₂P3=?I. Calculate the cross-sectional area of A1 and A2.II.Find the flow volume rate for the flowmeter.III. There is another pressure tap down-stream of the flowmeter; it is measuringp3, as shown in the diagram above. Arrange p1, p2 and p3 in increasingmagnitude that is expected. (Note: there is no need to calculate the exact valuesof p1, p2 or p3, and their exact values are not needed to answer this question.)V. Briefly explain the answer in part (III). |

Given:Density of the fluid, ρ=1250 kg/m3Ratio of the area, A1A2=31Radius of A1, R1=0.04 mFlow…

Q4.10) Figure 4.10 shows a flow-obstruction flowmeter with circular cross sections. The fluid is incompressible and has a constant density of p= 1250 kg/m3 when it goes through the flowmeter. The ratio of cross-sectional area A₁ to A2 is 3:1. The radius of Al is 0.04 m. The flow coefficient Ky is 0.95. The pressure difference is measured to be Ap= 300 Pa. A₁ Pi P₂ Др ↑42 P3=? I. Calculate the cross-sectional area of A1 and A2. II.Find the flow volume rate for the flowmeter. III. There is another pressure tap down-stream of the flowmeter; it is measuring p3, as shown in the diagram above. Arrange p1, p2 and p3 in increasing magnitude that is expected. (Note: there is no need to calculate the exact values of p1, p2 or p3, and their exact values are not needed to answer this question.) V. Briefly explain the answer in part (III). |

Q4.10) Figure 4.10 shows a flow-obstruction flowmeter with circular cross sections. The fluid is incompressible and has a constant density of p= 1250 kg/m3 when it goes through the flowmeter. The ratio of cross-sectional area A₁ to A2 is 3:1. The radius of Al is 0.04 m. The flow coefficient Ky is 0.95. The pressure difference is measured to be Ap= 300 Pa. A₁ Pi P₂ Др ↑42 P3=? I. Calculate the cross-sectional area of A1 and A2. II.Find the flow volume rate for the flowmeter. III. There is another pressure tap down-stream of the flowmeter; it is measuring p3, as shown in the diagram above. Arrange p1, p2 and p3 in increasing magnitude that is expected. (Note: there is no need to calculate the exact values of p1, p2 or p3, and their exact values are not needed to answer this question.) V. Briefly explain the answer in part (III). |

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

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