Today marks the restart of publishing at Digiecon Digest Services. We are resuming activities on a low-key mode, focusing on building conceptual background knowledge. This knowledge will later be referenced in mainstream articles that provide more detailed information, without becoming too technical for non-technical readers.
In this new cycle, our focus will be on Quantum Technologies, AI, 6G, and Web 3.0. Our first installment will cover the basics of quantum.
What is quantum?
There are several definitions of quantum in dictionaries. The Oxford English Dictionary defines it as follows:
“A discrete quantity of electromagnetic energy proportional in magnitude to the frequency of the radiation it represents, such that energy of that frequency may only be transmitted in multiples of the quantity.”
For non-physicists, the useful information from this definition is that quantum refers to something with a discrete property, existing in multiples of a certain amount rather than being continuous.
So, what exactly is this “something”?
That “something” refers to subatomic particles, all of which exhibit quantum properties. The table below, copied from Wikipedia, shows the standard model of elementary particles.
For now, we won’t delve deeper into the standard model. The important information is that electrons and photons belong to the set of particles with quantum characteristics. These particles are widely used in quantum-based technology.
Apart from discrete multiples of energy, what other characteristics do particles with quantum properties exhibit?
There are quite a few characteristics observed in such particles, and the list is growing. However, for the purpose of this article, let’s highlight three phenomena that are key enablers for Quantum Technologies.
The definitions and explanations provided above are oversimplified and aimed at those who are not familiar with physics. Although some aspects described may be puzzling (and even remain puzzling for experts), these are the minimum building blocks required to progress in the analysis of Quantum Technologies.