One gram mole of oxygen at `27^@C` and one atmospheric pressure is enclosed in a vessel. Assuming the molecules to be moving with `v_(rms)`, find the number of collisions per second which the molecules make against one square metre of the vessel wall.

One gram mole of oxygen at 27^@ and one atmospheric pressure is enclosed in vessel. (i) Assuming the molecules to be moving the V_(rms) , Find the number of collisions per second which the molecules make with one square metre area of the vessel wall. (ii) The vessel is next thermally insulated and moved with a constant speed V_0 . It is then suddenly stopped. The process results in a rise of the temperature of the gas by 1^@C . Calculate the speed V_0 .

1 g mole of oxygen at 27^@ C and (1) atmosphere pressure is enclosed in a vessel. (a) Assuming the molecules to be moving with (v_(r m s) , find the number of collisions per second which the molecules make with one square metre area of the vessel wall. (b) The vessel is next thermally insulated and moves with a constant speed (v_(0) . It is then suddenly stoppes. The process results in a rise of temperature of the temperature of the gas by 1^@ C . Calculate the speed v_0.[k = 1.38 xx 10^-23 J//K and N_(A) = 6.02 xx 10^23 //mol] .

1 g mole of oxygen at 27^@ C and (1) atmosphere pressure is enclosed in a vessel. (a) Assuming the molecules to be moving with (v_(r m s) , find the number of collisions per second which the molecules make with one square metre area of the vessel wall. (b) The vessel is next thermally insulated and moves with a constant speed (v_(0) . It is then suddenly stoppes. The process results in a rise of temperature of the temperature of the gas by 1^@ C . Calculate the speed v_0.[k = 1.38 xx 10^-23 J//K and N_(A) = 6.02 xx 10^23 //mol] .

One gram mole NO_2 "at" 47^@ C and 2 atm pressure in kept in a vessel. Assuming the molecules to be moving with (rms) velocity. Find the number of collisions per which the molecules make with one square metre area of the vessel wall.

One gram mole NO_2 "at" 47^@ C and 2 atm pressure in kept in a vessel. Assuming the molecules to be moving with (rms) velocity. Find the number of collisions per which the molecules make with one square metre area of the vessel wall.

A cubical vessel of side 1 m contains one mole of nitrogen at a temperature of 300 K. If the molecuels are assuming to move with the rms velocity find the number of collisions per second which the molecules may make with the wall of the vessel