Force increases.
Fluid Pressure is evenly distributed at a given level in fluid. Your welcome
The speed increases and the pressure decreases.
There is a theory called Bernoulli's Theorem which states that: p+dv2/2 +dgh=constant, where p stands for pressure d for density of the fluid g the acceleration due to gravity h the height of th liquid from the base level and v the speed of the liquid. If the pressure throughout the liquid remains constant then the velocity also remains constant. On changing the pressure the velocity also changes to keep the equation value constant.
The force in a fluid is the result of the pressure exerted by the fluid on an object. Pressure is the measure of the force per unit area applied perpendicular to the surface of an object. In fluids, the pressure is transmitted equally in all directions.
Pascal's Principle.
Force increases.
Force increases.
The pressure of a fluid generally increases with depth. This therefore means that at a specific depth the pressure of a fluid is constant.
Fluid Pressure is evenly distributed at a given level in fluid. Your welcome
The pressure increases.
its pressure increases
its pressure increases
pressure
As the average kinetic energy of the molecules in a fluid increases, the pressure will increase. This can be found by considering the ideal gas equation: PV=nRT where P is pressure, V is volume, n is the number of molecules, R is constant, and T is the temperature. As temperature is a measure of the average kinetic energy, and you are increasing the kinetic energy of the particles here, to hold all else constant, the pressure must also rise within the system.
The internal pressure decreases as can be deducted from the Bernoulli equation P + 0.5 (d) (v)^2 + (d)(g)(h) = constant in a streamlined flow, where d = density. When v increases, P decreases as h = height, is constant.
There is a theory called Bernoulli's Theorem which states that: p+dv2/2 +dgh=constant, where p stands for pressure d for density of the fluid g the acceleration due to gravity h the height of th liquid from the base level and v the speed of the liquid. If the pressure throughout the liquid remains constant then the velocity also remains constant. On changing the pressure the velocity also changes to keep the equation value constant.
The speed increases and the pressure decreases.