Particle model of matter flashcards
10 cards on Particle model of matter: the key points, worked examples and the slips to watch. Swipe through them, or print them.
Card 1 of 10
Particle model of matter
Density
What is density, and how do you calculate it?
Answer it in your head, then turn the card over.
Density
Key points
- Density is the mass per unit volume: how much matter is packed into a space.
- Mass in kg and volume in m³ give kg/m³; grams and cm³ give g/cm³.
- Water's density is 1 g/cm³, which is 1000 kg/m³. Anything denser sinks in it.
Formula
ρ = m ÷ V: density (kg/m³) = mass (kg) ÷ volume (m³)
A 300 g stone with a volume of 120 cm³
ρ = 300 ÷ 120 = 2.5 g/cm³
Denser than water, so it sinks.
Watch out
Keep the units in pairs, grams with cm³ and kilograms with m³, and divide mass by volume, not the other way.
Particle model of matter
Measuring density
How do you measure the density of a regular solid, an irregular solid and a liquid?
Answer it in your head, then turn the card over.
Measuring density
Key points
- Find the mass with a balance every time.
- Regular solid: measure its sides with a ruler and work out the volume.
- Irregular solid: lower it into a full eureka can. The volume of water pushed out is its volume.
- Liquid: measure a volume in a measuring cylinder, and find its mass on a balance.
A 240 g block with a volume of 30 cm³
ρ = 240 ÷ 30 = 8 g/cm³
That is 8 × 1000 = 8000 kg/m³
Watch out
Zero the balance under an empty measuring cylinder, or you weigh the cylinder as well as the liquid.
Particle model of matter
Solids, liquids and gases
How are the particles arranged, and how do they move, in a solid, a liquid and a gas?
Answer it in your head, then turn the card over.
Solids, liquids and gases
Key points
- Solid: particles close together in a fixed, regular pattern. They only vibrate, so it keeps its shape.
- Liquid: particles still close, but they can move past each other, so it flows.
- Gas: particles far apart, moving quickly and randomly, so it fills its container and is far less dense.
- Stronger forces between particles need more energy to overcome, so the melting point is higher.
Watch out
The particles never change size: heating makes them move faster and spread out, not grow.
Particle model of matter
Internal energy
What is internal energy, and what can heating do to it?
Answer it in your head, then turn the card over.
Internal energy
Key points
- Internal energy is the total kinetic and potential energy of all the particles in a substance.
- Heating raises it in one of two ways.
- The particles move faster: more kinetic energy, so the temperature rises.
- Or the forces between them are overcome: more potential energy, so the state changes.
Watch out
During melting the internal energy rises even though the temperature stays the same.
Particle model of matter
Changes of state
What are the changes of state called, and why are they physical changes?
Answer it in your head, then turn the card over.
Changes of state
Key points
- Melting (solid to liquid), freezing (liquid to solid), boiling or evaporating (liquid to gas), condensing (gas to liquid).
- Sublimation: a solid turning straight into a gas, as dry ice does.
- No new substance forms, so a change of state is physical and can be reversed.
- Mass is conserved: 50 g of ice melts into 50 g of water.
Watch out
A change of state is not a chemical reaction: the same particles are just arranged differently.
Particle model of matter
Specific heat capacity
How do you use specific heat capacity to find the energy for a temperature change, or the value of c?
Answer it in your head, then turn the card over.
Specific heat capacity
Key points
- Specific heat capacity is the energy needed to raise the temperature of 1 kg of a substance by 1 °C.
- Water's is high, about 4200 J/kg °C, so it stores a lot of energy and cools slowly: good for radiators.
- Use it only while the substance stays in the same state.
Formula
ΔE = mcΔθ: energy (J) = mass (kg) × s.h.c. (J/kg °C) × temperature change (°C)
9000 J warms a 1 kg block by 10 °C
c = ΔE ÷ (m × Δθ)
c = 9000 ÷ (1 × 10) = 900 J/kg °C
Watch out
Every factor counts: for 2 kg of water warmed by 5 °C, 2 × 4200 × 5 = 42,000 J, not 8400 J.
Particle model of matter
Specific latent heat
What is specific latent heat, and how do you calculate the energy to melt or boil something?
Answer it in your head, then turn the card over.
Specific latent heat
Key points
- Specific latent heat is the energy needed to change the state of 1 kg of a substance with no change in temperature.
- Latent heat of fusion: melting or freezing. Latent heat of vaporisation: boiling or condensing.
- The energy breaks the forces between particles, so the temperature stays the same.
Formula
E = mL: energy (J) = mass (kg) × specific latent heat (J/kg)
Melting 0.5 kg of ice at 0 °C
L of fusion for water = 334,000 J/kg
E = 0.5 × 334,000 = 167,000 J
Watch out
There is no temperature in E = mL: the temperature does not change while a substance melts or boils.
Particle model of matter
Heating graphs
What do the sloping and flat parts of a heating graph show, and which equation goes with each?
Answer it in your head, then turn the card over.
Heating graphs
Key points
- A sloping part is a temperature change: use E = mcΔθ.
- A flat part is a change of state, melting or boiling: use E = mL.
- On a flat part the energy goes into breaking forces between particles, not speeding them up.
Ice at −10 °C heated to water at 20 °C
Slope: the ice warms to 0 °C (E = mcΔθ)
Flat at 0 °C: the ice melts (E = mL)
Slope: the water warms to 20 °C (E = mcΔθ)
Watch out
The temperature does not keep rising while ice melts: it stays at 0 °C until all of it has melted.
Particle model of matter
Gas pressure and temperature
What causes gas pressure, and why does it rise when a sealed gas is heated?
Answer it in your head, then turn the card over.
Gas pressure and temperature
Key points
- Gas particles move randomly and collide with the walls of their container, pushing on them.
- Temperature measures the particles' average kinetic energy: the hotter the gas, the faster they move.
- Heated at a fixed volume, the particles hit the walls harder and more often, so the pressure rises.
- That is why a sealed can heated in a fire can burst.
Watch out
Pressure comes from particles hitting the walls of the container, not from particles hitting each other.
Particle model of matter
Physics onlyPressure and volume of a gas
What happens to the pressure of a gas when its volume changes at a constant temperature?
Answer it in your head, then turn the card over.
Pressure and volume of a gas
Key points
- Squash a gas into a smaller volume and the particles hit the walls more often, so the pressure rises.
- At a constant temperature, pressure × volume stays the same: halve the volume and the pressure doubles.
Formula
pV = constant: pressure (Pa) × volume (m³), at a constant temperature
200 kPa in 0.5 m³, squashed to 0.25 m³
pV = 200 × 0.5 = 100
p = 100 ÷ 0.25 = 400 kPa
Watch out
It only holds if the temperature stays the same: pumping a tyre fast warms the air too.
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