P = ( d H2O ) ( h H2O ) ( g / gc )
P = ( 62.36 lbm/ft^3 ) ( 60 in ) ( 1 ft/ 12 in ) ( 32.17 ft/s^2 / 32.17 lbm - ft / lbf - s^2 )
P = 311.8 psf <-----------
P = ( 311.8 psf ) ( 1 ft^2 / 144 in^2 ) = 2.165 psi <---------------
P = ( 2.165 psi ) ( 101.325 kPa / 14.696 psi ) = 14.93 kPa <-------
Answer : 311.8 psf , 2.165 psi, 14.93 kPa <----------------------
10 inches of water column equals to how much gas pressure?
.4 psi
1013 mb
The pressure exerted on a diver 10 m underwater is approximately 2 atmospheres or 1.8 times the atmospheric pressure at the surface. This means the pressure is effectively doubled at this depth.
5 Million Newtons was the pressure exerted by Saturn v rocket
To calculate pressure, divide the force applied by the area over which it is exerted. In this case, the pressure would be 500 N/m^2.
the atmosphere around us is troposphere in which we live and it is present upto 20km above earth..
The pressure of the water against the top of the dam wall, is much less than the pressure exerted against the bottom of the dam wall. The width of a dam wall increases to compensate for the increased water pressures at the lower level.
The pressure exerted by a water tank is determined by the height of the water column above the point in question. The pressure increases by approximately 9.81 kPa (kilopascals) for every meter of water height due to gravity. Therefore, for every meter of water, you would experience about 9.81 kPa of pressure, regardless of the total volume of the tank.
One square foot of water exerts a pressure of approximately 62.4 pounds per square foot at sea level. This is based on the weight of water, which is about 62.4 pounds per cubic foot. The pressure exerted increases with depth, following the principle that pressure is equal to the weight of the water column above the area.
The pressure exerted by applying 1000 N of force over 2 m² of area can be calculated as Pressure = Force / Area. Plugging in the values, Pressure = 1000 N / 2 m² = 500 Pa. So, the pressure exerted would be 500 pascals.
14.7lbs/sq. inch