Water flows at a speed 5 cm `s^(-1)` through a pipe of radius 2 cm. The visosity of water is 0.001 PI. The Reynolds number and the nature of flow are respectively

Water flows at a speed of 6ms^(-1) through a tube of radius 1 cm. Coefficient of viscosity of water at room temperature is 0.01 poise. What is the nature of the flow?

Find the nature of flow of water flowing at a speed of 8 cms"^(-1) through a horizontal tube of radius 2 cm. The viscosity of water at room temperature is 0.01 Poise.

Water flows at a speed of 6 cms^-1 through a tube of radius 1 cm. coefficient of viscosity of water at room temperature is 0.01 poise. Calculate the Reynolds number. Is it a steady flow.

Water flows at a speed of 6 cms^-1 through a tube of radius 1 cm. coefficient of viscosity of water at room temperature is 0.01 poise. Calculate the Reynolds number. Is it a steady flow.

Water flows at a speed of 6 cms^-1 through a tube of radius 1 cm. coefficient of viscosity of water at room temperature is 0.01 poise. Calculate the Reynolds number. Is it a steady flow.

Water at 20^(@) is flowing in a pipe of radius 20.0 cm . The viscosity of water at 20^(@)C is 1.005 centipise. If the water's speed in the centre of the pipe is 3.00m//s , what is water's speed: (a) 10.0cm from the centre of the pipe(half way between the centre and the walls) (b) at the wall of the pipe?

Water at 20^(@) is flowing in a pipe of radius 20.0 cm . The viscosity of water at 20^(@)C is 1.005 centipise. If the water's speed in the centre of the pipe is 3.00m//s , what is water's speed: (a) 10.0cm from the centre of the pipe(half way between the centre and the walls) (b) at the wall of the pipe?

Water flow at a speed of 7cm s^(-1) through a pipe of tube of radius 1.5 cm . What is the nature of the flow ? Cofficient of viscosity of water is 10^(-3) kg m^(-1) s^(-1) and its density is 10^(3) kg m^(-3)

Water is flowing through a cylindrical pipe of diameter 1.5 m. The coefficient of viscosity of water is 80 Ns//m^2 and the Reynold's number is 1500. What is the maximum velocity of water, to avoid a turbulent flow?