Nitrogen gas is at 300^(@) C temperature . The temperature ( in K) at which the rms speed of a H_(2) molecule would be equal to the rms speed of a nitrogen molecule is ,_________ .
The remperature at which the rms speed of hydrogen molecules is equal to escape velocity on earth surface, will be
The value of escape speed from the surface of earth is
The temperature at which the rms speed of air molecules is double of that at STP is
The escape speed of a body from the surface of the Earth is
A temperature at which rms speed of SO_(2) molecule is half of that of helium molecules at 300 K
At what temperature is v_(rms) of H_(2) molecules equal to the escape speed from earth's surface. What is the corresponding temperature for escape of hydrogen from moon's surface ? Given g_m = 1.6 m//s^(2), R_e = 6367 km "and" R_m = 1750 km .
The temperature of H_(2) at which the rms velocity of its molecules is seven times the rms velocity of the molecules of nitrogen at 300 K is
Compute the temperature at which the rms speed is equal to the speed of escape from the surface of the earth for hydrogen and for oxygen. The temperature of the uper atmosphere is about 10000 K. Would you expect to find a lot of hydrogen there or a lot of oxygen ?
