What is the water pressure at 15m?

Imperial

Depth (Gauge Pressure)	Pressure (Absolute)
15 m/49 ft.	2.5 bar/ata
20 m/66 ft.	3.0 bar/ata
25 m/82 ft.	3.5 bar/ata
32 m/105 ft.	4.2 bar/ata

What is the pressure at a depth of 15m below the free surface of water in a reservoir?

147.15 kPa
Fluid Properties Find the pressure at a depth of 15 m below the free surface of water in a reservoir. i.e., p = 147.15 kN/m2 = 147.15 kPa (Ans.)

What is the pressure exerted by pond water on the fish?

The pressure on the surface of pond water is equal to the atmospheric pressure.

What is the atmospheric pressure at 10 000 feet?

10.2 PSI
Pressure at 100m

Altitude	Air Pressure
Sea Level	14.7 PSI
10,000 feet	10.2 PSI
20,000 feet	6.4 PSI
30,000 feet	4.3 PSI

What is the water pressure at 700 feet?

EXAMPLE (Imperial)

Depth (meters/feet)	Fresh Water (1000 kg/m3)
183 meters (600 feet)	1.9 MPa 274.8 PSI
213.5 meters (700 feet) Tang/Nautilus/Barbel	2.2 MPa 318.2 PSI
244 meters (800 feet)	2.5 MPa 361.5 PSI
274.5 meters (900 feet)	2.8 MPa 404.9 PSI

What is the pressure of a fluid at depth?

The pressure, P of a fluid at depth depends only on the density, ρ, the acceleration of gravity, g, and the depth or height of the fluid column, h. P = ρ g h The calculator uses the following values for these parameters: ρ f r e s h = 997.0474 k g / m 3 (for freshwater)

How is the pressure exerted on an object at sea depth calculated?

The pressure exerted on the object in at sea a depth is calculated: Ptotal = Patmosphere + Pfluid .(1). Where: Patmosphere: The atmosphere pressure. Pfluid: Pressure on an object submerged in a fluid. Ptotal: The total pressure. Pressure on an object submerged in a fluid is calculated with the below equation: Pfluid= r * g * h .(2).

What is the atmospheric pressure at 15 meters deep?

Pressure increases by approximately one atmosphere with each 10 meters of depth. At 15m, the pressure would be 1.5 atmospheres, or roughly 22 psig.

How does the water depth calculator work?

This calculator determines the water depth to reach a given pressure or the pressure at a given depth. You can enter the depth or pressure input with most common units and it will be converted automatically. This calculator does not add air pressure at the surface – the results are relative to the surface pressure.