6.5 - Ideal Gases Flashcards
What is absolute zero and what is it defined as?
- -273°C (or 0K)
- The temperature at which the molecules in a substance have 0 kinetic energy
Has absolute zero been achieved here?
No, at the moment it is purely theoretical as the amount of work necessary to remove heat from a substance increases the colder you try to go.
Reaching it is purely theoretical.
What are the assumptions of an ideal gas?
The volume of each molecule is considered to be negligible.
What is an ideal gas?
A gas that follows the gas laws perfectly - the only interactions happening in a fixed container of an ideal gas are perfectly elastic collisions of the molecules.
What is Boyle’s law?
P ∝ 1/V
(if temp of ideal gas is constant)
What is the relationship between the pressure and volume for a fixed mass of gas at constant temp? (equation)
P₁V₁ = P₂V₂
initial pressure (Pa) and volume (m³) final pressure and volume
What does Boyle’s law look like as a graph?
Reciprocal function in the positive axis
y = 1/x
What happens to a Boyle’s Law graph if the temperature increases?
The graph becomes further from the origin.
What is Charle’s Law?
V ∝ T
(if the pressure of an ideal gas is constant)
What is the relationship between the volume and temperature for a fixed mass of gas at constant pressure? (equation)
V₁/T₁ = v₂/T₂
initial volume (m³) / initial temp (K) = final volume / final temp
What does Charles’s Law graph look like (in °C)?
Positive straight line with an x intercept at -273°C.
What is the relationship between pressure and temp?
If the volume is constant, P ∝ T.
P₁/T₁ = P₂/T₂
What is an equation that shows the relationships between pressure, volume and temp?
pV ∝ T
What is pressure defined as?
The frequency of collisions of the gas molecules per unit area of a container.
If the temperature of a gas is increased, how does this effect the molecules in a fixed container and what does it conclude (assuming this is an ideal gas)? (long worded question - 5 points)
- The the gas gets hotter, the molecules move faster
- The molecules collide with the surface of the walls more frequently
- Each collision applies a force across the surface area of the walls
- The faster the molecules hit the walls, the greater force on them (F= Δmv)
- Therefore pressure also increases