GCSE Physics – Topic 2.1 – Kinetic particle model of matter
-- Core -- | ✔ |
Know the distinguishing properties of solids, liquids and gases. | |
Know the terms for the changes in state between solids, liquids and gases (gas to solid and solid to gas transfers are not required). | |
Describe the particle structure of solids, liquids and gases in terms of the arrangement, separation and motion of the particles and represent these states using simple particle diagrams. | |
Describe the relationship between the motion of particles and temperature, including the idea that there is a lowest possible temperature (−273 °C), known as absolute zero, where the particles have least kinetic energy. | |
Describe the pressure and the changes in pressure of a gas in terms of the motion of its particles and their collisions with a surface. | |
Describe qualitatively, in terms of particles, the effect on the pressure of a fixed mass of gas of: a)a change of temperature at constant volume b)a change of volume at constant temperature | |
Convert temperatures between kelvin and degrees Celsius; recall and use the equation T (in K) = θ (in °C) + 273. | |
Know that the random motion of microscopic particles in a suspension is evidence for the kinetic particle model of matter. | |
Describe and explain this motion (sometimes known as Brownian motion) in terms of random collisions between the microscopic particles in a suspension and the particles of the gas or liquid. |
-- Extended -- | ✔ |
Know that the forces and distances between particles (atoms, molecules, ions and electrons) and the motion of the particles affects the properties of solids, liquids and gases. | |
Describe the pressure and the changes in pressure of a gas in terms of the forces exerted by particles colliding with surfaces, creating a force per unit area. | |
Know that microscopic particles may be moved by collisions with light fast-moving molecules and correctly use the terms atoms or molecules as distinct from microscopic particles. | |
Recall and use the equation pV = constant for a fixed mass of gas at constant temperature, including a graphical representation of this relationship. |