1. Kinetic theory and Ideal gases Flashcards
Assumptions for ideal gases
- A random distribution of energy between particles
- The particles behave as perfectly elastic spheres
- The volume of each molecule is negligible compared to the volume of the container
- There are no intermolecular forces
Pressure equation
pressure = force / area
total mass of a gas equation
number of moles x molar mass (Nm)
Density equation
mass / volume
Pressure of a gas equation
1/3 x NM/v x c²
1/3 x density x c²
rms speed
root mean square speed
number of moles equation
number in room / avagadros constant
total mass / molar mass
molar mass
relative molecular mass / 1000
Unit of temperature
Kelvin = +273 *C
Boyles law
pressure is equal to the inverse of volume when temperature is constant
Charles law
volume is proportional to temperature for a fixed mass and constant pressure
Pressure law or Gay -lussac Law
Pressure is directly proportional to temperature for a constant volume
Ideal gas equation
pV = nRT
Changes in gas equations
p1V1 / n1T1 = p2V2 / n2T2
Total energy in a gas
1.5 x n x R x T (R= 8.31)
or
1.5 x n x k x T (k= 1.38x10^-23)