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Q2/ Consider the following liquid level system shown below. The flow through the valve is related to the head (h) by the equation: 1 90 = ²√h³ Where: q.= the flow rate measured in (m³/min) h = the head of liquid in (m) Suppose that the head is (4 m) at (t=0). Derive a relationship between the head and the time. 3m

Q2/ Consider the following liquid level system shown below. The flow through the valve is related to the head (h) by the equation: 1 90 = ²√h³ Where: q.= the flow rate measured in (m³/min) h = the head of liquid in (m) Suppose that the head is (4 m) at (t=0). Derive a relationship between the head and the time. 3m

Elements Of Electromagnetics
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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Q2/ Consider the following liquid level system shown below. The flow through the valve is related to the head (h) by the equation: 90 = ²/ √5³ Where: q.= the flow rate measured in (m³/min) h the head of liquid in (m) Suppose that the head is (4 m) at (t=0). Derive a relationship between the head and the time. 3m 6m 2.5m W 2m R * 9⁰
Transcribed Image Text:Q2/ Consider the following liquid level system shown below. The flow through the valve is related to the head (h) by the equation: 90 = ²/ √5³ Where: q.= the flow rate measured in (m³/min) h the head of liquid in (m) Suppose that the head is (4 m) at (t=0). Derive a relationship between the head and the time. 3m 6m 2.5m W 2m R * 9⁰
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