Strong Nuclear Force
- In a nucleus, there are
- Repulsive electrostatic forces between protons due to their positive charge
- Attractive gravitational forces due to the mass of the nucleons
- Gravity is the weakest of the fundamental forces, so it has a negligible effect compared to the electrostatic repulsion between protons
- If these were the only forces acting, the nucleus would not hold together
- Therefore, there must be an attractive force acting between all nucleons which is stronger than the electrostatic force
- This is known as the strong nuclear force
- The strong nuclear force acts between particles called quarks
- Protons and neutrons are made up of quarks, so the interaction between the quarks in the nucleons keeps them bound within a nucleus
Whilst the electrostatic force is a repulsive force in the nucleus, the strong nuclear force holds the nucleus together
Range of the Strong Nuclear Force
- The strength of the strong nuclear force between two nucleons varies with the separation between them
- This can be plotted on a graph which shows how the force changes with separation
The strong nuclear force is repulsive below a separation of ~0.5 fm and attractive up to ~3.0 fm
- The key features of the graph are:
- The strong force is highly repulsive at separations below 0.5 fm
- The strong force is very attractive up to a nuclear separation of 3.0 fm
- The maximum attractive value occurs at around 1.0 fm, which is a typical value for nucleon separation
- The equilibrium position, where the resultant force is zero, occurs at a separation of about 0.5 fm
- In comparison to other fundamental forces, the strong nuclear force has a very small range (from 0.5 to 3.0 fm)
Exam Tip
You may see the strong nuclear force also referred to as the strong interaction
Remember to write that after 3 fm, the strong force becomes 'zero' or 'has no effect' rather than it is ‘negligible’.
Recall that 1 fm, or 1 femtometre, is 1 × 10–15 m