KINETIC THEORY OF GASES
NEET FOCUSED FORMULA FIRST FAST REVISION
1. Ideal Gas — Core Conditions
• Intermolecular attractions ≈0 • Walls: adiabatic → ∆ q = 0
• Pressure and density should be very small. • Walls: diathermic → ∆≠q 0
• Temperature should be very high compared with
its condensation point.
2. Gas Laws
Boyle's law T = constant P ∝1/V
Gay-Lussac's law V = constant P ∝T
Combined gas law PV/T = constant
combined law
P1 V1/T1=P2 V2/T2
3. Molecular Speeds
Average speed vavg = (8RT
√ / πM)
RMS speed vrms = (3RT
√ / M)
Most probable speed vmp = (2RT
√ / M)
4. Relation Between Pressure and RMS Speed
KINETIC THEORY RELATION
2
P = 1/3 ρ v
rms
Where: P = pressure, ρ = density, v = root-mean-square speed.
rms
Kinetic Theory of Gases • Quick Revision • 1
NEET FOCUSED FORMULA FIRST FAST REVISION
1. Ideal Gas — Core Conditions
• Intermolecular attractions ≈0 • Walls: adiabatic → ∆ q = 0
• Pressure and density should be very small. • Walls: diathermic → ∆≠q 0
• Temperature should be very high compared with
its condensation point.
2. Gas Laws
Boyle's law T = constant P ∝1/V
Gay-Lussac's law V = constant P ∝T
Combined gas law PV/T = constant
combined law
P1 V1/T1=P2 V2/T2
3. Molecular Speeds
Average speed vavg = (8RT
√ / πM)
RMS speed vrms = (3RT
√ / M)
Most probable speed vmp = (2RT
√ / M)
4. Relation Between Pressure and RMS Speed
KINETIC THEORY RELATION
2
P = 1/3 ρ v
rms
Where: P = pressure, ρ = density, v = root-mean-square speed.
rms
Kinetic Theory of Gases • Quick Revision • 1