Register to reply 
Velocity distribution of particles in an arbitraryarrangement of rotating gases 
Share this thread: 
#1
Mar3112, 04:08 PM

P: 1,011

If we have a "quasirigid" rotating convective cell where the gas overall rotates at the same angular velocity, we could establish a noninertial frame of reference corotating with this convective cell such that the particles of the gas (seen from that frame of reference) may follow a MaxwellBoltzmann distribution.
But with what statistical distribution may we characterize the temperature function of a system of gases whose fluid rotations occur around various arbitrary axes and speeds with cells of a varying size, evaluated from an inertial, observing frame? In this case, the particle velocities may or may not follow a MaxwellBoltzmann distribution. 


#2
Apr312, 07:54 PM

P: 1,011

Hello again!
Will air flowing into a tornado have particle velocity distribution that deviates from the MaxwellBoltzmann distribution as that tornado increases in speed and rotational rate? Are there any numerical parameters that can be used to usefully characterize the amount of this deviance from MaxwellBoltzman characteristics for certain kinds of calculations in nonequilibrium thermodynamics? 


Register to reply 
Related Discussions  
Velocity of efflux in a piston cylinder arrangement.  Classical Physics  8  
Average velocity of particles and maxwell distribution  Classical Physics  2  
Rotating Bose gases, quantum vortices  Quantum Physics  9  
Periodic arrangement of subatomic particles  General Physics  0  
Diffusion of Different Gases/Particles through Air  General Physics  0 