Assuming the saturated water vapour to be ideal, find its pressure at the temperature `101.1 ^@C`.

Water of mass m=1kg and M (mol mass) =18 turns completely into saturated vapour at standard atmospheric pressure. Assuming the saturated vapour to be an ideal gas find increment of internal energy of the system. Specific latent heat of steam is L=2550kJ//kg

An amount of water of mass m = 1.00 kg , boiling at standard atmospheric pressure, turns completely into saturated vapour. Assuming the saturated vapour to be an ideal gas find the increment of entropy and internal of the system.

A small amount of water and its saturated vapour are enclosed in a vessel at a temperature t = 100^@C . How much (in per cent) will the mass of the saturated vapour increase if the temperature of the system goes up by Delta T = 1.5 K ? Assume that the vapour is an ideal gas and the specific volume of water is negligible as compared to that vapour.

When a given volume of air contains maximum possible amount of water vapour, it is said to be saturated with vapour at that temperature.

When a given volume of air contains maximum possible amount of water vapour, it is said to be saturated with vapour at that temperature.

Air inside a closed container is saturated with water vapour . The air pressure is p and the saturated vapour pressure of water is oversetto p . If the mixture is compressed to one half of its volume by maintaining temperature constant, the pressure becomes

1 kg mass of water, bolts at standard atmosphere pressure, turns completely into saturated vapour. Assume saturated vapour to be an ideal gas. Find the increment of internal energy of the system and internal work done. (Given, specific latent heat of avporisation of water=2250kJ/kg)