A container shown in Fig. is accelerated horizontally with acceleration `a`.
a. Find the minimum value of `a` at which liquid just starts spilling out.

A rectangular box is completely filled with a liquid of density rho , as shown in Fig. The box is accelerated horizontally with a constant acceleration a. Determine the gauge pressures at the four points A, B, C and D .

A rectangular box is completely filled with a liquid of density rho , as shown in Fig. The box is accelerated horizontally with a constant acceleration a. Determine the gauge pressures at the four points A, B, C and D .

A L Shaped tube containing liquid of density pis accelerated horizontally with acceleration as shown in the figure. The end of tube B is closed while end A is open. If the atmospheric pressure is Po . Then the pressure at B is :

A U-tube containing a liquid is accelerated horizontally with a constant acceleration a_0 . If the separation between the vertical limbs is l find the difference in the heights of the liquid in the two arms.

A U-tube containing a liquid is accelerated horizontally with a constant acceleration a_0 . If the separation between the vertical limbs is l find the difference in the heights of the liquid in the two arms.

A U-tube containing a liquid is accelerated horizontally with a constant acceleration a_0 . If the separation between the vertical limbs is l find the difference in the heights of the liquid in the two arms.

A tank with base area L^2 is filled with a liquid to height H. The tank is acceleration horizontally with acceleration a as shown in figure. If a small hole is made at the point A. then it is observed that the liquid does not come out of the tank. The magnitude of acceleration should be

Pressure variation in liquid in accelerated container

A container contains some liquid. The container is given a horizontal acceleration alpha . Find the inclination of the free surface of the liquid made with the horizontal.