1. Dirac and Antimatter
In 1927 Paul Dirac was working on the problem of combining the theory of the very small (quantum mechanics) with Einstein’s special theory of relativity.
He came up with this equation describing the electron:
You DON’T need to learn this equation!!

2. Solutions to the Dirac equation
The equation explains very neatly the magnetic properties of the electron.
Electrons he visualised as spinning like tiny gyroscopes
but surprisingly they always have the same amount of “angular momentum”
Which we now call spin.
There is one very odd property of this equation: It has two solutions.
As a comparison the much simpler equation below has two solutions

3. Solutions to the Dirac equation
Dirac predicted that there must be a particle like the electron but with opposite properties (except mass).
He called the new particle he predicted THE POSITRON
Particle
Symbol
electron e
positron
There are properties other than charge, of the positron which are exactly opposite the properties of the electron some of which you will discover later in the course. Just like the electron can be written e- the positron is sometimes written e+

4. The confirmation of the positron
The positron was the first particle of antimatter predicted.
Anderson discovered the positron in cosmic rays in 1932.

5. Antimatter.
Some examples of particles and their antiparticles
Proton and antiproton
Neutron and antineutron
Neutrino and antineutrino
Every subatomic particle has its counterpart with exactly opposite properties.
When a matter particle meets its counterpart antiparticle. They are both destroyed and produce gamma ray radiation.

6. Measuring Mass-the Electron Volt -
A potential difference of 1volt between the plates
An electron has a negative charge so it is repelled by a negatively charged plate (electrode) and it is attracted to a positively charged eletrode
It is accelerated and gains kinetic energy.
The amount of energy it gains if it is accelerated by a p.d. of 1volt is called
1electronvolt 1eV
This is an exceedingly small amount of energy

7. The MeV Particle Mass in MeV electron 0.511 positron proton 938.27
Because mass is just “compressed energy”, It is possible to use the electron volt units instead of kilograms to quantify mass.
But the electron volt is too small so we use the MeV which is equivalent to a million electron volts
Particle
Mass in MeV
electron
0.511
positron
proton
938.27
antiproton
neutron
antineutron