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Avogadro’s Law
V ∝ n
Gay-Lussac’s Law
P ∝ T
Charles’ Law
V ∝ T
Boyle’s Law
P ∝ 1/V
Combined Gas Equation
P1V1/T1 = P2V2/T2
Ideal Gas Equation
PV = nRT, where R is ideal gas constant
Pa
SI of pressure
pressure
the amount of force a gas exerts on the walls of a container per unit area.
bar
100kPa
m3
SI of volume
K
SI of temperature
temperature
a consequence of molecular motion
ideal gas has (4)
no IMFs (non-interacting particles)
point molecules, points with no volume
in a constant state of random linear motion
collide elastically (don’t lose KE when colliding with anything)
real gas (4)
IMFs
occupy molecular volume
constant state of random linear motion
collides inelastically (KE & thus speed is lost)
real → ideal gas (3 = 2 (combined) + 1)
increase temperature to increase KE to increase speed to weaken IMFs, and also make any KE loss from collisions negligible
lower pressure to reduce number of molecules so the gas occupies less molecular volume
SLC and STP special aspect (2)
P is low enough, T is high enough for ideal gas assumptions to hold
P = ?
F/A
T = ?
c * ½ * mv2
1 atm
101.32kPa
torr
1mmHg or 0.133322 kPa (6s.f.)