The resultant of all normal pressure acts
vertically upward
When a body is submerged in or floating on a fluid, the fluid exerts pressure on its surface. This pressure acts perpendicular (normal) to the surface at every point. The resultant force of all these normal pressure forces acting on the entire body is a single force known as the buoyant force.
The buoyant force arises because pressure in a fluid increases with depth. Therefore, the pressure on the lower parts of a submerged or floating body is greater than the pressure on the upper parts. This difference in pressure, when integrated over the entire surface area of the body, results in a net upward force.
This net upward force, the buoyant force, always acts vertically upward. It opposes the weight of the body and is the principle that allows objects to float or makes them feel lighter in water.
Let's consider the given options:
Based on the properties of the buoyant force, which is the resultant of all normal pressure forces on a body, its direction is always vertically upward. While the point of application is the center of buoyancy, the option provided specifically describes the direction, which is characteristic of this resultant force.
Therefore, the most appropriate answer among the given options regarding the resultant of all normal pressure acting on a body is that it acts vertically upward.
The point in the immersed body through which the resultant pressure of the liquid may be taken to act is known as
A curved surface plate is immersed in the liquid. The Weight of liquid above the plate is V, and Horizontal fluid pressure on the plate is H. Then fluid pressure acting this plate is
'A fluid is at rest' means that
The distance between centroid and centre of pressure of plane submerged in water at angle θ is
(Where the term have their usual meaning)
The rate of increase of pressure in a vertical downward direction is equal to which of the following properties of a liquid?