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Kinetic Molecular Theory
Model for an ideal gas observation: 1. gas consists of particles that are far apart relative to their size 2. collisions between gases and particles, and particles and container walls are elastic (no loss in energy) 3.) gas particles are in continuous, rapid, random straight line motion 4.) no forces of attraction or repulsion 5.) average kinetic energy depends on the temp of the gas
kinetic energy
½ mass x velocity squared (proportional to temp)
lighter particles have ______ at the same ______
higher speeds; same temp
when is gas behavior at its most ideal
low pressure, high temp, non-polar atoms, and low molar mass
characteristics of gas
gas expand to fill any container (expansion), gases are fluids, particles past one another, gases have very low densities compared to a solid or liquid state
compression
reducing the space between the particles
diffusion
spontaneities mixing of the particle of two different substances
effusion
gas particles pass through a tiny opening into a vacuum
temperature conversion for K
273 + xC
pressure
force/area
barometer
measures the atmospheric pressure
mmHg conversion
760
torr conversion
760
STP
1 atm to 273k or 0c to 101.325 kpa
ideal gas law
PV=nRt
R variable
0.08206 LxATM/molxK
in order to use
kelvin temp, liters, moles, and atm
standard molar volume
22.4/1 mol or 1 mol/22.4L
amount of energy and temp effects what
pressure
Boyles Law
for a fixed amount of gas at constant temp (T) the pressure varies inversely with the (V)
Charles Law
For a fixed amount of gas at constant pressure, the volume varies directly with Kelvin Temp
Gay-Lussacs Law
for a fixed amount of gas in a constant volume, the pressure varies directly with temp
Avogadros Law
For gases at the same temperature and pressure in equal volumes the number of particles is the same
combining gas law
P1v1/n1T1
Partial Pressure
Pa=(Na/Nt) x Pt
water vapor pressure
pressure of h20(g) in the headspace above liquid water
molar mass
g/mol
density formula
g/L
percent error
(measured - real)/real