Module 5 - 5.1.2 Solid, Liquid and Gas Flashcards
In the kinetic model of matter all matter is made up of
very small particles which are in constant motion
Solids (2)
- movement of particles
- forces of attraction
- particles vibrate about their fixed positions
- particles held together by strong forces of attraction
Liquids (3)
- movement of particles
- separation
- attractive forces
- particles cannot move much but can slide past one another
- much greater mean separation than solids
- attractive forces between them are weaker
Gases (3)
- movement of particles
- forces of attraction
- compression
- particles are free to move around very quickly in random directions
- forces of attraction are very weak due to their high separation
- can be compressed easily
Calculating Molecular Spacing
consider momentum (Newton’s 2nd law) and pressure of particle on each wall of the container (Newton’s 3rd law)
A Change In Phase Requires (2)
- an input/removal of energy
- the extra energy inputted results in particles moving further apart until they have enough energy to overcome the forces of attraction
During a Change in Phase (temperature and energy) (3)
- no change in temperature (no change in kinetic energy)
- produces a change in potential energy
- so internal energy changes
Internal Energy (definition)
The sum of the randomly distributed kinetic and potential energies of all the atoms/molecules within a system
Potential Energy (definition)
The potential energy of the system is stored in the bonds and intermolecular forces that exist between particles
Kinetic and Potential Energies
- Solids
- Liquids
- Gases
- Solids and Liquids: both kinetic and potential
- Gases: only kinetic
In any system of gas particles at a fixed temperature there will be (5)
- a distribution of kinetic energies among the molecules
- because there is a wide range of different translational speeds
- the peak of the curve shows the most probable speed
- low temp = higher peak at lower speed
- high temp = lower peak at higher speed
Brownian Motion (definition)
The random movement of small visible particles suspended in a fluid due to collisions with much smaller, randomly moving atoms/molecules of the fluid
Explanation of Brownian Motion (2)
- the smaller particles do not collide with the visible particles in the same direction or with the same speed
- so a net impulse is gained by the visible particles
Brownian Motion: as the mass of the visible particles increases
their velocity will decrease (move around less)