Example

Problem 1: Absolute Pressure in Seawater

Determine the absolute pressure 15 m15\text{ m} below the surface of seawater with SG=1.03SG=1.03. Take atmospheric pressure as 101.3 kPa101.3\text{ kPa}.

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Example

Problem 2: Differential Manometer with Three Fluids

A differential manometer connects pipe A containing water and pipe B containing oil with SG=0.80SG=0.80. Mercury with SG=13.6SG=13.6 is the manometric fluid. From A, move downward 0.50 m0.50\text{ m} in water to the left mercury interface, upward 0.20 m0.20\text{ m} in mercury to the right interface, and upward 0.30 m0.30\text{ m} in oil to B. Find pApBp_A-p_B.

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Example

Problem 3: U-Tube Manometer on a Water Pipe

A mercury U-tube manometer is connected to a water pipe. The other leg is open to the atmosphere, both reference points are at the same elevation, and the mercury level difference is 0.18 m0.18\text{ m}. Find the pipe gauge pressure.

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Example

Problem 4: Inclined Manometer Sensitivity

An inclined manometer containing oil with SG=0.85SG=0.85 has a tube angle of 3030^\circ above horizontal. The liquid moves 0.40 m0.40\text{ m} along the tube. Determine the vertical head and corresponding pressure difference.

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Example

Problem 5: Hydraulic Press using Pascal's Law

A hydraulic press has a 50 mm50\text{ mm} diameter input piston and a 400 mm400\text{ mm} diameter output piston. Neglecting losses, determine the output force produced by a 500 N500\text{ N} input force.

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Example

Problem 6: Vacuum and Absolute Pressure

A vessel pressure gauge reads 62 kPa-62\text{ kPa} while local atmospheric pressure is 98 kPa98\text{ kPa}. Determine the absolute pressure and the vacuum pressure.

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Example

Problem 7: Piezometer Reading

A piezometer connected to a water main shows a water column 4.50 m4.50\text{ m} above the pipe centerline. Determine the gauge pressure at the connection.

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Example

Problem 8: Pressure below Layered Liquids

An open tank contains 2.0 m2.0\text{ m} of oil with SG=0.80SG=0.80 above 3.0 m3.0\text{ m} of water. Determine the gauge pressure at the tank bottom.

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