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As I understand it, electromagnetic waves have two components which are the result of each other, i.e., when a moving electric charge creates a changing magnetic field at point X then a changing electric field is created at point Y and this repeating process is what creates EM waves, so therefore, it requires no medium. Is my understanding correct?

One thing that I'm surprised to know is that light is also called an electromagnetic wave.

Does this include light of any kind, for example: light from a bulb, a tube, and also from the Sun? How do they contain electric and magnetic fields?

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The idea that there had to be a medium for electromagnetic waves was the single most reactionary preconception that slowed down 19th century physics and many top people including Maxwell believed in this "luminiferous aether", too. They were even building models of this contrived aether out of wheels and gears. So you're not alone. Lorentz and at the end, primarily Einstein figured out that the vacuum itself may carry values of $\vec E,\vec B$ at each point and they're governed by Maxwell's equations. Visible light is an electromagnetic wave of wavelength between 350 and 700 nm or so. – Luboš Motl Jan 18 '12 at 7:25
It is often said that EMF needs nothing to propagate, just Maxwell equations. Let us not forget the source and the receiver which are needed for the notion of EMF to exist. – Vladimir Kalitvianski Jan 18 '12 at 12:41
Related: – Qmechanic Jan 18 '12 at 14:05

Yes you are completely right, but it took an intellectual revolution for physicists to realise that it made sense to have a wave that wasn't the motion or jiggling of some physical medium, a wave that could exist equally well in empty space.

All light is electromagnetic radiation. But to ask « How do they contain ... » is a little vague or philosophical. The correct answer is, the light is the field.

By the way, there isn't really a difference between the electric field and the magnetic field, they jointly compose one electro-magnetic field, and this one field cannot really be divided into two separate parts, one electric, the other magnetic, because two different observers who are moving in different directions would divide the same field differently, what one called electric, the other observer would call magnetic, showing that the division into two parts is somewhat artificial.

Finally, to answer perhaps what you really meant, how does the light bulb or whatever contain the field, the answer is it doesn't exactly at first, but turning on the current of electricity that flows through the filament produces motions in the electrons in the atoms in the filament at just the right speeds so that that motion of the electricity in the atoms generates a magnetic field and that starts the whole process. In its fundamental principle, it is the same as with a radio antenna, but the frequency of the motion is different so the electro-magnetic field produced is at a radio frequency instead of a light frequency, and there are other differences of detail also. I will not explain about how atoms emit photons since that, in a way, is already contained in what I said, I just said it in the wave picture of classical electromagnetic theory instead of in quantum terms.

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Looks like the author of this answer doesn't understand how a filament light bulb works... – Mike Oct 21 '15 at 21:06
@Mike I would say fundamentally incandescence is emission of light from the accelerated charges within thermalized atoms as the latter vibrate or collide; in this sense the radiation is like that of an antenna (although of course the charge motion is much more co-ordinated in this case), so I'm not sure the answer is too bad. – WetSavannaAnimal aka Rod Vance Oct 22 '15 at 11:12
Oh I disagree. Different phenomena are given different names for a reason. You wouldn't say this is the same as bremsstrahlung, would you? Granted, both result in the emission of radiation. The answer claims that the current produces motions "at just the right speeds". That makes it sound like there's some coherent motion giving off a particular frequency as in a radio antenna. Antennas can be understood classically; it takes quantum to derive Planck's law. This is an entirely different phenomenon, and the resulting spectrum is completely different. It's a bad analogy. – Mike Oct 22 '15 at 16:04
The answer is deliberately vague so as to address the questioner's level....of course you are correct in a sense, but I still think the answer is vague enough that it covers a correct interpretation.... the art of vagueness...actually, being "vague" is very appropriate for talking about "waves"....ja ja ja – joseph f. johnson Nov 26 '15 at 18:02

Well, I would say the electromagnetic field is the medium.

For like the medium water oscillates when a water wave is observable after throwing a stone, so the electromagnetic field oscillates when excited by an antenna, say. If nothing oscillates there are no waves, neither in water nor in the electromagnetic field.

The medium disappears only when one thinks of an electromagnetic field as being nothing, only a vacuum. But this liberal view of the vacuum is quite different from the view of the vacuum in QED, the accepted theory of electromagnetic fields. There the vacuum state doesn't possess an electromagnetic field. More precisely, its expectation value - i.e., what is observable about it - is identically zero.

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Electricity and magnetism came together in the successfull mathematical model of Maxwell's equations. Before that, they were modelled as separate phenomena . These equations, classical electrodynamics, were very successful and have led to the technological civilization we are enjoying at present.

With the studies of the microscopic framework of atoms and molecules and particles, the theory had to be quantized , and it is called quantum electrodynamics. The two frameworks for describing electromagnetic effects, are consistent, the classical description emerging smoothly from the quantum mechanical.

Your question is answered by Arnold Neumaier within the quantum framework.

Here I want to address electromagnetic radiation within the classical electrodynamics framework.

Maxwell's equations are differential equations and their solutions for the electric and magnetic fields also give a wave solution.


Electromagnetic waves can be imagined as a self-propagating transverse oscillating wave of electric and magnetic fields. This 3D animation shows a plane linearly polarized wave propagating from left to right.

Note that the electric and magnetic fields in such a wave are in-phase with each other, reaching minima and maxima together so , even though you are correct that changing electric fields generate changing magnetic fields, and vice verso, the organization of the wave is not causal. The cause is the source and after the wave leaves the source the correlations/phases are fixed depending on the type of wave. It is interesting to read the history of electricity and magnetism .

Working on the problem further, Maxwell showed that the equations predict the existence of waves of oscillating electric and magnetic fields that travel through empty space at a speed that could be predicted from simple electrical experiments; using the data available at the time, Maxwell obtained a velocity of 310,740,000 m/s. In his 1864 paper A Dynamical Theory of the Electromagnetic Field, Maxwell wrote, The agreement of the results seems to show that light and magnetism are affections of the same substance, and that light is an electromagnetic disturbance propagated through the field according to electromagnetic laws.

At the time, even though the solutions of the Maxwell equations did not require a medium for the light, physicists used with waves from acoustic to water ones, proposed that the waves of light moved on a medium called luminiferous aether. Experimental data , the Michelson Morley experiment, showed that the aether did not exist. So it is an experimental fact that light does not need a medium to propagate.

One thing that I'm surprised to know is that light is also called an electromagnetic wave.

Does this include light of any kind, for example: light from a bulb, a tube, and also from the Sun?

Yes light of any source as visible and also radiation that is invisible to the human eye, as xrays, gammas, infrared etc .

How do they contain electric and magnetic fields?

The mathematical description contains an electric and magnetic field because Maxwell's equations are expressed in terms of electric and magnetic fields , and thus the solutions that have been identified with light and all the rest of radiations, also have the electric and magnetic fields in the functions.

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sometimes I wonder, though, whether the presence of virtual particles in the vacuum does not make the vacuum itself some kind of "medium"... not in a classical sense, of course. But the vacuum is, in a weird sort of way, not "nothing", as shows up in Sidney Coleman's "false vacuum" vs. "true vacuum" cosmology.... a QFT phenomenon... just wondering out loud.... – joseph f. johnson Nov 26 '15 at 18:04
@josephf.johnson well, in a sense the QFT vacuum is a medium, as its excitations describe the particles. The difference with the luminiferous ether lies in that by construction the QFT vacua are lorenz invariant. – anna v Nov 26 '15 at 18:26

protected by Qmechanic Mar 3 '13 at 18:55

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