ii pressures at the points 1
A container of large uniform cross sectional area A resting on a horizontal surface holds two immiscible non-viscous and incompressible liquids of density d and 3d each of height H/2. The lower density liquid is open to the atmosphere having pressure Po. A tiny hole of area a (a<<A) is punched on the vertical side of the lower container at a height h(0<h<H/2) for which range is maximum.
28
Aug
A container of large uniform cross sectional area A resting on a horizontal surface holds two immiscible non-viscous and incompressible liquids of density d and 3d each of height H/2. The lower density liquid is open to the atmosphere having pressure Po. A tiny hole of area a (a<<A) is punched on the vertical side [...]
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2 and 3 in the limbs in steady state ,
A cylindrical tank having cross-sectional area `A = 0.5 m^(2)` is filled with two liquids of density `rho_(1)=900 kg m^(-3)` and `rho_(2)=600 kgm^(-3)` ,
A vertical U-tube has a liquid up to a height h. If the tube is slowly rotated to an angular speed ω=g/h−−√ find the (i) heights of the liquid column ,
ii pressures at the points 1 ,
A cylindrical tank having cross-sectional area `A = 0.5 m^(2)` is filled with two liquids of density `rho_(1) = 900/ kg /m^-3` and `rho_2 = 600 kg/m^-3`, to a height `h = 60 cm` each as shown in the figure. A small hole having area `a = 5 cm^2` is made in right vertical wall at a height `y = 20 cm` from the bottom. A horizontal force `F` is applied on the tank to keep it in static equilibrium. The tank is lying on a horizontal surface. Neglect mass of the cylindrical tank in comparison to mass of the liquids (`ake `g = 10 ms^(-2)`).
28
Aug
A cylindrical tank having cross-sectional area `A = 0.5 m^(2)` is filled with two liquids of density `rho_(1) = 900/ kg /m^-3` and `rho_2 = 600 kg/m^-3`, to a height `h = 60 cm` each as shown in the figure. A small hole having area `a = 5 cm^2` is made in right vertical wall [...]
Tags:
2 and 3 in the limbs in steady state ,
A cylindrical tank having cross-sectional area `A = 0.5 m^(2)` is filled with two liquids of density `rho_(1)=900 kg m^(-3)` and `rho_(2)=600 kgm^(-3)` ,
A vertical U-tube has a liquid up to a height h. If the tube is slowly rotated to an angular speed ω=g/h−−√ find the (i) heights of the liquid column ,
ii pressures at the points 1 ,
A solid wooden cone has been supported by a string insid(a) Find tension in the string. (b) Find the force applied by the water on the slant surface of the coone. take atmospheric pressure to be p0.e water as shown in the figure. The radius of the circular base of the cone is R and the volume of the cone is v. In equilibrium the base of the cone is at a depth H below the water surface. Density of wood is d(<ρ, density of water).
28
Aug
A solid wooden cone has been supported by a string insid(a) Find tension in the string. (b) Find the force applied by the water on the slant surface of the coone. take atmospheric pressure to be p0.e water as shown in the figure. The radius of the circular base of the cone is R and [...]
A vertical U-tube has a liquid up to a height h. If the tube is slowly rotated to an angular speed ω=g/h−−√ find the (i) heights of the liquid column, ii pressures at the points 1,2 and 3 in the limbs in steady state.
28
Aug
A vertical U-tube has a liquid up to a height h. If the tube is slowly rotated to an angular speed ω=g/h−−√ find the (i) heights of the liquid column, ii pressures at the points 1,2 and 3 in the limbs in steady state. 2 and 3 in the limbs in steady state A vertical [...]