Isotopes generally sit above the N-Z line, indicating they have more neutrons than protons
The further Isotopes are from this curve, the more unstable they are and the more likely they are to decay
Lighter Isotopes are generally beta minus emitters, while heavier Isotopes are alpha emitters
Beta plus emitters do not exist naturally as they require proton doping to produce the right Isotope, placing them under the curve
Unstable Isotopes move through a Decay chain to end up at a stable Isotope
An alpha or beta decay can leave the nucleus at an excited energy state, emitting a gamma Photon
Some Isotopes can remain in a metastable state after Decay, emitting gamma radiation at a later time
The relative mass of nuclei is based on the relative atomic mass unit U, defined as 1/12th the mass of a carbon 12 atom
A helium nucleus, if split into its constituent nucleons, will have a mass of more than 4 U due to the work required to overcome the strong nuclear force
Average binding energy per nucleon follows a specific pattern on a graph against mass number
One U of mass converted into energy gives 931.5 Mega electron volts
Binding energy is the energy needed to separate a nucleus, with Iron 56 being the most stable Isotope
Fusion and fision involve nuclei turning into other more stable nuclei, releasing energy in the process
Nuclear waste must be disposed of safely, often by cooling in ponds and vitrifying in glass for deep underground storage
Activity is given by the equation A = Lambda * N, where Lambda is the Decay constant and N is the number of undecayed nuclei
The activity at a given time compared to initial activity can be calculated using the exponential decay equation
Intensity of gamma radiation is inversely proportional to distance squared
Electron defraction can be used to measure the diameter of a nucleus
Ernest Rutherford discovered the positive and small nature of the nucleus relative to the atom size
Plotting a graph of the log of the radius against the log of mass number results in a straight line with a gradient of 1/3
Comparing two nuclei to find an unknown radius or nucleon number can be done using the proportionality of R to A^3