Nuclear Stability Graph
- The most common elements in the universe all tend to have values of N and Z less than 20 (plus iron which has Z = 26, N = 30)
- Where:
- N = number of neutrons
- Z = number of protons / atomic number
- This is because lighter elements (with fewer protons) tend to be much more stable than heavier ones (with many protons)
- Nuclear stability becomes vastly clearer when viewed on a graph of N against Z
This nuclear stability curve shows the line of stable isotopes and which unstable isotopes will emit alpha or beta particles
- A nucleus will be unstable if it has:
- Too many neutrons
- Too many protons
- Too many nucleons ie. too heavy
- Too much energy
- For light isotopes, Z < 20:
- All these nuclei tend to be very stable
- They follow the straight-line N = Z
- For heavy isotopes, Z > 20:
- The neutron-proton ratio increases
- Stable nuclei must have more neutrons than protons
- This imbalance in the neutron-proton ratio is significant to the stability of nuclei
- At a short range (around 1–3 fm), nucleons are bound by the strong nuclear force
- Below 1 fm, the strong nuclear force is repulsive in order to prevent the nucleus from collapsing
- At longer ranges, the electromagnetic force acts between protons, so more protons cause more instability
- Therefore, as more protons are added to the nucleus, more neutrons are needed to add distance between protons to reduce the electrostatic repulsion
- Also, the extra neutrons increase the amount of binding force which helps to bind the nucleons together