OSCILLATION OF A LIQUID COLUMN IN U-TUBE

Rise and Fall OF Liquid in Tube

Oscillation Of A Floating Body In A Liquid

Consider a liquid which fills a uniform U - tube uniform U - tube, as shown in figure , up to a height h . Find angular the frequency of small oscillation of th eliquid in the U - tube.

STATEMENT-1 : Time period of the liquid executing S.H.M.in a U-tube depends on the area of cross section of U-tube. and STATEMENT-2 : The restoring force acting on liquid displaced from equilibrium position of U -tube depends on the difference in levels of liquid in the two limbs of U -tube.

Hydrostatics: Pressure due to a Liquid Column | Equating pressure in U-tube Problems | Force and Torque on container wall (point of application of force)

STATEMENT-1 : The height of a liquid column in a U -tube is 0.3 m . If the liquid in one of the limbs is depressed, and then released, the time period of liquid column will be 1.1 sec . STATEMENT-2 : this follows from the relation. T = 2pisqrt(h)/(g)

A U-tube having a liquid of density rho is accelerated at a m//s^(2) , so as to create be the height difference between two columns of l/2 (as shown if figure) . If/is the length of the base of U-tube the value of acceleration given to the system is

SHM in spring pulley system | SHM of liquid in U tube | Block on liquid surface | Angular SHM Kinematics | Dynamics of angular SHM | Simple pendulum

In the given table, Column I gives type of oscillation, Column II gives change in amplitude of oscillation and Column III gives examples of these types of oscillation. The combination that defines the features of forced oscillation is

In the given table, Column I gives type of oscillation, Column II gives change in amplitude of oscillation and Column III gives examples of these types of oscillation. The combination that defines the features of damped oscillation is