Packet 8: Bonus 12

Volume, temperature, and this quantity are held constant in the canonical ensemble. For 10 points each,
[10m] Name this quantity, which in a reformulation of the ideal gas law, equals P V over k T.
ANSWER: particle number [accept N; prompt on partial answer]
[10e] The BBGKY hierarchy couples the density function named for this quantity for n and n+1 particles. This quantity between zero and one gives the chance of observing a particle in a given state.
ANSWER: probability [accept probability density function; prompt on distribution function]
[10h] Finding the probability that a particle occupies a particular energy state in the Boltzmann distribution requires finding its Boltzmann factor and then dividing it by this function that normalizes the distribution.
ANSWER: partition function [accept canonical partition function or grand partition function; prompt on Z]
<Science - Physics, Rohan Ganeshan> | VAULT II Packet 08

HeardPPBE %M %H %
4313.4965%42%28%

Back to bonuses