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Gas Properties
Indefinite Shape
Can expand/compress
Low density
Diffuse through their containers
Atmospheric pressure
Continuously move on, strike surface of container
Dependent on: # of collisions and nrg of the molecules
Variables affecting the gas pressure
Increase/Decrease: Volume, Temperature, Number of moles in container
Boyle’s Law
When pressure goes up, volume goes down (vice versa) w/ constant temp
P1V1 = P2V2
Charles Law
When temp goes up, volume goes up (vice versa) w/ constant pressure
V1÷T1 = V2÷T2
Gay-Lussac’s Law
When pressure goes up, temp goes up (vice versa), w/ constant volume
P1÷T1 = P2÷T2
Avogadro’s Law
Volume is related to the moles (n) of gas
V1÷n1 = V2÷n2
Graham’s Law of Effusion
Rate of Gas 1 ÷ Rate of Gas 2
√M2 ÷ √M1
Combined Gas Laws
P, V, and T all change together
P1V1 ÷ T1 = P2V2 ÷ T2
Ideal Gas
Behavior: P & Gas = 0, Absolute temp = 0 C° = 273.15 K
Equation: PV = nRT
P= pressure, V=volume, n=# of moles, R=0.08206, T= temp
Density Equation: D = PM ÷ RT
M = mass/molar mass
Molar Mass: PV= mRT ÷ M
P= pressure, V=volume, m=mass, R=R, T= temp, M= Molar Mass
Dalton’s Law
Total pressure (Pt) is equal to the sum of each individual gas
Pt = P1 + P2 + P3…