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A gas pressure of 65,000.0 Pa (gage pressure) is applied to one leg of a U-tube manometer, which contains a fluid of density of 1905.0 kg/m3. The other leg is open to atmosphere. What is the manometer reading? Draw the U-tube manometer and label all relevant parameters. Hint: You may assume that air density is much less than the fluid density

User Ubermonkey
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1 Answer

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Answer:


h=3.4817\ m

Step-by-step explanation:

Given:

  • Pressure of a gas,
    P=65000\ Pa
  • density of the fluid in the manometer,
    \rho=1905\ kg.m^(-3)

We know that:


P=\rho.g.h

putting respective values


65000-101325=1905 * 9.8* h


h=3.4817\ m is the reading in terms of the fluid column height on the manometer.

Considering the rise in the level of fluid this fluid is not suitable for such huge pressures for a practically convenient manometer.

A gas pressure of 65,000.0 Pa (gage pressure) is applied to one leg of a U-tube manometer-example-1
User KHWP
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