The energy of electromagnetic waves
Hello!
This is an advanced topic so if you don't know much math, I would recommend to read it later.
You are most likely reading the article with your eyes, which detect light. Some types of light are different from others, which means that they have different properties despite being the same thing. This may seem simple but stretching the concept allows us to look into a new world of invisible light.
Electromagnetic waves can be found everywhere, from the light we can see to the Wi-Fi we use to the X-rays used in hospitals. All of them have only one difference from each other; their energies of the EM waves are different.
But before that, we have to know that even though in this context EM waves are being called "waves", it can behave as a particle too. This property is known as wave-particle duality. So the energy of EM waves can be the energy in a single photon. It is usually shown by the Planck-Einstein relation:
\(E = hf\)
where \(E\) is the energy of the photon, \(f\) is the frequency of the so-called "wave" and \(h\) is the Planck Constant, which is equal to \(6.62607015 \times 10^{-34} J \times s.\) If you look closely, you will find out that EM waves with a higher frequency have higher energies. The frequency of an EM wave can be shown by this equation:
\(f = \frac{c}{λ}\)
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