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Boyle's Law
P1 V1 = P2 V2
tells us that the volume of gas increases as the pressure decreases
Charles’ Law
V1 / T1 = V2 / T2
the volume of gas increases as the temperature increases
Avogadro’s Law
V1 / n1 = V2 / n2
tell us that the volume of gas increases as the amount of gas increases
Combine Gas Law
P1 V1 / T1 = P2 V2 / T2
the combination of the three simple gas laws
PV = nRT
P = Pressure ( atm )
V = Volume ( L )
n = moles ( mol )
R = Constant ( R = 0.08206 L x atm / mol x K )
T = Temperature ( K ; K = 273 + °C )
Molar mass = dRT / P
d = density ( g / L )
R = Constant ( R = 0.08206 L x atm / mol x K )
T = Temperature ( K ; K = 273 + °C )
P = Pressure ( atm )
Open Manometers ONLY Formulas
Patm = Pgas + PHg ( **use if atm arm has more pressure)
Pgas = Patm + PHg ( **use if gas arm has more pressure )
Pressure and Manometers
Pressure = Force / Area
As P goes up F goes up
As P goes up A goes down
Important Conversions
Standard Atmospheric Pressure ( @ sea level & ALWAYS 1 atm !! )
= 14.7 psi
= 101325 Pa
= 1 atm
= 760 mm Hg
= 760 torr
** ALL EQUAL each other can be converted anywhere **
Gas Stoichiometry
STP = standard Temperature ( 273 K ) and standard Pressure ( 1 atm )
1 mol of any gas = 22.4 L at STP
An excess signals that the reagent is not the limited reagent
All gas element that anit noble gas MUST HAVE subscript 2 (e.g: Nitrogen gas → N2 & Hydrogen gas → H2
Kinetic Molecular Theory of Gas
The gas particles are so small compared to the distances separating them that we assume their volume is negligible (zero). Ideal Gases
The gas particles are in constant motion and their collisions cause the pressure exerted by the gas.
The particles are assumed to exert no attractive / repulsive forces on each other. Ideal Gases
The average Kinetic Energy (KE) is directly proportional to temperature.
Avg. Kinetic Energy (KE) Formula
KE = ½ mv² (m = m/s; meters per sec & v = velocity; speed + direction)
KE = 3/2RT where R = 8.31 J/(mol x K)
1 joule = 1 Newton x meter
1 Newton = 1 (kg x m) / s²
Root Mean Square Velocity
= provide measurement of avg. volocity of all gas particles
KE = 1/2mv² = 3/2RT
mv² = 3RT
v² = 3RT/m
vrms = √(3RT/m) **molar mass must be in kg/mol, velocity in m/s)
Diffusion
mixing of 2 gases
Effusion
filling of a gas into a chamber by a hole
Graham’s Law of Effusion
Rate of effusion for gas #1 = Vrms #1 = √(3RT/m1) = √(1/m1) = √m2
gas #2 = Vrms #2 = √(3RT/m2) = √(1/m2) = √m1
Rate gas #1/Rate gas #2 = √m2/√m1
Rate must be in volume/time, but units din’t matter if they agree
√J/kg (J = N x M) —> √(kg x m²/s²) —> m/s