Kinetic Theory Flashcards
Mean free path
Average dist a molecule can travel w/o colliding
K =
N k where k is boltzmann const
R =
N(a) × k(b) k is boltzmann const
P1V1/N1T1 =
k(b)
P =
k(b) nT
Partial pressure
Pressure that a gas would exert at same conditions of temp & volume if no other gases were present
Dalton’s law of partial pressures
Total pressure of a mixture of ideal gases is sum of partial pressures
Kinetic theory of ideal gas
As collisions btw molecules among themselves or btw molecules & walls are elastic, K.E is conserved[P(tot) is conserved]
Pressure of ideal gas
P = ⅓nm[v²(avg)]
Law of equipartition of energy
In eq. total energy is equally distributed in all possible energy mode having an average energy = ½k(b)T
Degrees of freedom in monoatomic gases
3 translational degrees of freedom
U = 3/2RT
Energy(avg) = 3/2K(b)T
Degree of freedom in diatomic gas
3 translational & 2 rotational
U = 5/2 RT
Degree of Freedom for polyatomic gas
3 translational, 3 rotational & ‘f’ vibrational
U = [3/2k(b)T + 3/2k(b)T + f k(b)T]N(a)
Gama = (4+f)/(3+f)
Specific heat capacity for solids
C = 3R
Specific H.C of water
C = 9R