To raise water 1 foot vertically, you need approximately 0.433 pounds per square inch (psi) of water pressure. This means that for every additional foot of height, the pressure increases by about 0.433 psi. Therefore, to elevate water to various heights, you can multiply the height in feet by this value to find the required pressure in psi.
The water pressure increases by approximately 0.43 pounds per square inch (psi) for every foot of water depth. Therefore, at 33 feet deep, the water pressure is about 14.2 psi (33 feet x 0.43 psi/foot). This is in addition to the atmospheric pressure at the surface, which is roughly 14.7 psi, bringing the total pressure to about 28.9 psi at that depth.
Depends on the height. You gain approximately 0.4 psi for every foot of elevation; so at 10 foot elevation you will have ~4 psi.
The water pressure depends only on the depth, not on the size or shape of the vessel. The pressure increases at about 1 atmosphere (or bar) every 10 meters.
Pressure in seawater at 100 feet is 44 psi. Or, .44 pounds per square inch per 1 foot. For Fresh water, it is .43 psi per foot.
This question is misguided. You don't need pressure, you need energy. Energy = work done = mass of water x g (acceleration due to gravity) x height raised. Pressure = force/area over which it is applied (e.g. the cross section of the water pipe.) So the pressure needed is given by P = mgh/area Be sure your value of g is in the right units for your mass and height measurements. Differential air pressure will be shown by raising the water level in, for example, a U shaped tube, where differentail pressure is applied between the two arms. Yes, to move the water, energy is used. BTW, energy equals force (weight) times distance, but you are not lifting all the water by one foot.
Water pressure at a depth of about 44 feet is about 20psi
The relationship between water pressure and elevation is that as elevation increases, water pressure decreases. This is because the weight of the water above exerts less force at higher elevations. The change in water pressure per foot of elevation is approximately 0.433 pounds per square inch (psi) for every foot of elevation gained.
To raise water 1 foot vertically, you need approximately 0.433 pounds per square inch (psi) of water pressure. This means that for every additional foot of height, the pressure increases by about 0.433 psi. Therefore, to elevate water to various heights, you can multiply the height in feet by this value to find the required pressure in psi.
No, the number of gallons of water in one cubic foot does not change when pressurized. The volume of one cubic foot remains the same regardless of the pressure applied. The pressure affects the density of water, not the volume.
The water pressure increases by approximately 0.43 pounds per square inch (psi) for every foot of water depth. Therefore, at 33 feet deep, the water pressure is about 14.2 psi (33 feet x 0.43 psi/foot). This is in addition to the atmospheric pressure at the surface, which is roughly 14.7 psi, bringing the total pressure to about 28.9 psi at that depth.
Water pressure increases with depth due to the weight of the water above pushing down. This is known as hydrostatic pressure. The deeper you go, the more water there is above, resulting in higher pressure.
You will certainly get hurt if you throw a hammer at your foot and the hammer hits your foot - unless it is a very light hammer or you are wearing substantial foot protection.
The pressure exerted at the base of one cubic foot of water can be calculated using the formula ( P = \rho g h ), where ( \rho ) is the density of water (approximately 62.4 lb/ft³), ( g ) is the acceleration due to gravity (about 32.2 ft/s²), and ( h ) is the height of the water column (1 foot in this case). Thus, the pressure at the base is approximately 62.4 pounds per square foot (psf), as the weight of the water directly translates to pressure exerted over the area. This pressure corresponds to roughly 0.43 psi (pounds per square inch).
Every one feet the pressure raises by 24.9 psi.
0.43197 psi
5300 gallons