This is part 3 in a lengthy series of posts attempting to explain the idea of quantum entanglement to a non-physics audience. Part 1 can be read here, and Part 2 can be read here.
Here, in part 3, we will at long last introduce entanglement! But, before we do, we need to be sure we really understand what the wave properties of a quantum particle imply about its behavior.
So, by the late 1920s, physicists knew that discrete bits of matter — electrons, for example — sometimes act like a wave and sometimes act like a particle. This seemingly contradictory nature is often referred to as wave-particle duality. It was not immediately obvious how to interpret the wave properties of matter, but physicists finally settled on what is referred to as the “Copenhagen interpretation,” after the city in which it was more or less developed. If we consider the motion of a single electron, the Copenhagen description of quantum behavior could be summarized as follows:
- While freely propagating through space, the electron and all of its properties evolve as a wave.
- The wave may be described as a “wave of possibilities”: the amplitude of the wave only describes the probability of the electron to be found in a certain position or configuration.
- While evolving as a wave, the electron in general has no definite position or configuration — it is, roughly speaking, existing in all possible configurations simultaneously. In Young’s double slit experiment, for instance, it is often said that the electron goes through both slits.
- When a property of the electron is measured in an experiment, where the property must take on a definite value, the electron “chooses” an outcome, based on the wave probabilities mentioned above. The wave “collapses” into that single outcome. For instance, if we have a detector to measure the position of the electron, we will see that electron at a single definite location on the detector.
- If the particle still is free to continue moving, the process repeats itself, the collapsed wave evolving again, usually resulting in a wave of many possible outcomes again.









