In water, every 10 meters you go down, the pressure increases by 1 bar, approximately. To this you must add the air pressure, which is also approximately 1 bar (depending on whether you want gauge pressure or absolute pressure).
At 30 meters depth in salt water, a diver will experience a pressure of approximately 4 atmospheres or 4 times the pressure at the surface. This is because water exerts 1 atmosphere of pressure for every 10 meters of depth.
This question is set up to trick you. You don't need to know how much water surrounds the dam, because it is irrelevant. Assuming the atmospheric pressure is the same for both dams, depth is the only factor that affects fluid pressure. It's simply evaluating your knowledge of basic hydrostatic principles. So, for any depth, these two lakes have no difference in pressure.
The pressure at a depth of 10 meters underwater is about 2 atmospheres, which is equivalent to around 1 atmosphere of pressure at the surface plus an additional atmosphere for every 10 meters of depth. This increased pressure is due to the weight of the water above pushing down on you.
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.
The pressure at a depth of 200 feet of water is approximately 86.6 pounds per square inch (psi). This is calculated by dividing the depth (200 feet) by the specific gravity of water (0.433) to determine the pressure in psi.
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At 30 meters depth in salt water, a diver will experience a pressure of approximately 4 atmospheres or 4 times the pressure at the surface. This is because water exerts 1 atmosphere of pressure for every 10 meters of depth.
This question is set up to trick you. You don't need to know how much water surrounds the dam, because it is irrelevant. Assuming the atmospheric pressure is the same for both dams, depth is the only factor that affects fluid pressure. It's simply evaluating your knowledge of basic hydrostatic principles. So, for any depth, these two lakes have no difference in pressure.
Water pressure increases by approximately 0.433 pounds per square inch (psi) for every foot of vertical depth in water. However, horizontal distance does not affect water pressure; pressure remains constant horizontally at the same depth. Therefore, while pressure increases with depth, it does not change with horizontal distance in a body of water.
Pressure in the ocean increases with depth due to the weight of the overlying water. On average, pressure increases by about one atmosphere (approximately 14.7 psi or 101.3 kPa) for every 10 meters (about 33 feet) of depth. For example, at a depth of 1,000 meters, the pressure is roughly 100 times greater than at sea level, totaling around 100 atmospheres. This increase in pressure significantly affects marine life and underwater equipment.
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Pressure in a fluid at a certain depth H is proportional to the density of the fluid. Since Mercury has a much higher density then water it will exert a much larger pressure at the same depth.
Atmospheric pressure is approximately equal to 14.7 pounds per square inch One bar is equal to one atmosphere
The pressure at a depth of 10 meters underwater is about 2 atmospheres, which is equivalent to around 1 atmosphere of pressure at the surface plus an additional atmosphere for every 10 meters of depth. This increased pressure is due to the weight of the water above pushing down on you.
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.