An R mm radius glass tube is inserted into the water at 20°C in a cup. At 200 C the surface tension is 0.0728 N/m. The angle of contact is Theta degree.Here,R=0.6 mmTheta=(180/3)degreeDetermine the capillary rise of water in the tube in millimeters unit.

The surface tension of water is 0.0730 N/m. What is the height of the water in a capillary tube of diameter 1.00 mm?

Derive an expression for capillary height then calculate the capillary rise in a glasstube of 2.5mm diameter when immersed in (a)water angle of contact 00 and surfacetension =0.0725 N /m and (b) mercury angle of contact 1300 and surfacetension =0.52 N /m.(sp.gravity of mercury is 13.6)

Define surface tension and explain how it is responsible for the phenomenon of capillarity. A glass tube with an inner radius of 0.5 mm is dipped into water. The water level inside the tube is observed to rise to a height of 20 mm above the external water level. Calculate the surface tension of water.

In an experiment to measure surface tension of completely wetting liquid, the capillary was dipped in liquid. The level of water in beaker was measured using travelling microscope to be 1.43cm. The level of water in capillary was measured to be 6.23cm. The readings for inner diameter were 0.00cm and 0.32cm respectively. Neglect the expansion of capillary and water on heating. (A)% error in measurement of h is 0.4% (B) % error in measurement of surface tension is 6.46% (C) if temperature increases, level of water in capillary will be less than 6.23cm. (D) s=0.38±0.04 N/m

Height of liquid column in a capillary tube of radius 0.1 mm is 8 cm. If a new capillary tube of radius 0.05 mm is taken, then the height of the liquid column will be :-8 cm12 cm16 cm20 cm