Obtain the equation of continuity for the incompressible non - viscous fluid having a steady flow through a pipe.

Continuity equation is law of conservation of volume for incompressible fluid .

The pressure of an imcompressible & non - viscous fluid also depends upon the velocity of flow at that point .

what is the origin of viscous drag on a body falling through a fluid?

An ideal fluid flows through a pipe of circular cross section of radius r at a speed v_(0) . Now a viscous liquid is made to flow through the pipe at the same volume flow rate (measured in m^(3)s^(–1) ). Find the maximum speed of a fluid particle in the pipe.

Bernouli's theorem holds for incompressible, non-viscous fluids. How is this relationship changed when the viscosity of the fluid is not negligible?

Statement-1 : Bernoulli’s theorem holds for incompressible, non-viscous fluids. Statement-2 : The factor (v^(2))/(2g) is called velocity head.

The loss of pressure when a fluid flows through a pipe is give by P = krho^(a)l V^(b)d^(c) mu where d and l are diameter and length of the pipe respectively, rho,d and mu are the mass, density and coefficient of viscosity of the fluid, V is the mean velocity of flow through the pipe and k is a numerical constant. Find the values of a, b and c.

Which of the following device is used to measure the rate of flow of liquid through a pipe?

In case of the streamline flow of non-visocous and incompressible fluid, which of the following statemetn is CORRECT ?

Assertion: The flow of fluid is said to be steady if at any given point, the velocity of each passing fluid particle remains constant. Reason: The path taken by a fluid particle under a steady flow is a streamline.