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Terminal velocity is defined as the highest velocity attained by an object falling through a fluid. It is observed when the sum of drag force and buoyancy is equal to the downward gravity force acting on the object.
The raindrop then falls with a constant velocity, known as terminal velocity. Thus, in equilibrium, the terminal velocity v t is given by the equation \(\begin{array}{l}v_t=\frac{2r^2(\rho -\sigma )g}{9\eta }\end{array} \)
Terminal velocity formula is used to calculate the terminal velocity as well as the acceleration due to gravity and height if any of these quantities are known. And terminal velocity is computed in meter per second i.e \(ms^{-1}\)
In this video: Terminal velocity class 11 derivation from Physics class 11 chapter mechanical properties of fluids. Definition and terminal velocity is very ...
Most important derivation of Terminal Velocity based on Fluid Mechanics Class 11 PhysicsIn this lecture I have discussed terminal velocity in detail. I have ...
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Terminal Velocity. When an object falls through a fluid, it attains a constant velocity through its subsequent motion. This happens because the net force on the body due to gravity and fluid becomes zero. This constant velocity is termed as terminal velocity.
Jun 22, 2023 · Terminal velocity is the maximum velocity of a body moving through a viscous fluid. Stokes’s Law. This law gives an expression for the viscous force experienced by a body (a spherical) moving through a fluid. This expression was given by Sir George G. Stokes.
Jun 23, 2024 · The maximum speed or velocity that an object can attain as it falls through the fluid is called terminal velocity. It happens when the sum of drag force from the fluid and buoyancy is equal to downward gravitational force acting on the object. In these situations, the net force that acts on the object is 0.
Jun 11, 2023 · Terminal velocity is defined as highest velocity attained by an object that is falling through a fluid. Learn derivation of terminal velocity with solved examples
