Speed of electromagnetic wave in matter

AI Thread Summary
The speed of electromagnetic waves, such as radio waves, in a medium is influenced by the refractive index, which varies with factors like salinity and temperature in water. For example, the refractive index of fresh water is approximately 1.33, but increasing salinity alters this value, affecting wave speed. The relationship between density and wave speed is not straightforward; while denser materials may slow down waves, the refractive index also depends on atomic arrangements and interactions within the material. Additionally, the speed of electromagnetic waves can differ across various frequencies, meaning that assumptions made for visible light do not apply universally to all electromagnetic waves. Accurate information on wave propagation in specific materials can be found in dispersion curves for those materials.
Julle
Messages
5
Reaction score
0
I've been looking all over the web for this stuff and I simply can't find anything that gives a proper explanation.

What determines the speed of say, radio waves, in a medium? I know electromagnetic waves travel at the speed of light and as such I guess I can use the refractive index to figure it out, but what of materials where a refractive index isn't at hand?

A few examples question to get my meaning across a bit better:

How fast does radio waves propagate in fresh water? Do they propagate at the same speed in sea water? What if I increase the salinity of the sea water, does that change the speed?

What about something like a dense vs a not so dense plastic?

Can it be assumed that a more dense material also slows down the radio waves more or is it something completely different that affects the speed?
 
Physics news on Phys.org
Electromagnetic waves (eg light) always travel at the speed of light.
In a material photons travel at the speed of light until they hit an atom, they are then absorbed and excite that atom, a very short time later that atom de-excites and re-emits the photon.
It is this delay that produces the slow down of the speed of light in a material = the refractive index.

The refractive index isn't directly related to density in different material.
Although in many crystals and glasses it's a good approximation because density tells you how many atoms per cm^3 and so how many atoms a photon will interact with in it's passage.

The refractive index of water is about 1.33 but the salinity and temperature of water does effect the refractive index.
You can see this diving, a stream of fresh water from a spring will distort the image you see through it.

salinity
(gm/kg) increase in n(w) example
--------------------------------------------------------
5 0.00097 northern Baltic Sea
10 0.00194
15 0.00290
20 0.00386 bight of Biafra
25 0.00482
30 0.00577
35 0.00673 Atlantic surface
40 0.00769 northern Red Sea
 
A FAQ at the beginning of this forum describes a DIFFERENT process and claims the above explanation incorrect:

A common explanation that has been provided is that a photon moving through the material still moves at the speed of c, but when it encounters the atom of the material, it is absorbed by the atom via an atomic transition. After a very slight delay, a photon is then re-emitted. This explanation is incorrect and inconsistent with empirical observations. If this is what actually occurs, then the absorption spectrum will be discrete because atoms have only discrete energy states. Yet, in glass for example, we see almost the whole visible spectrum being transmitted with no discrete disruption in the measured speed. In fact, the index of refraction (which reflects the speed of light through that medium) varies continuously, rather than abruptly, with the frequency of light.

See that FAQ for a more complete explanation.
 
Yes - it's a gross over simplification to say it is simply absorbed and re-emitted by an atom.
It interacts with the various fields formed by the arrangements of the atoms, the lattice and various phonon states.

But it seemed a reasonable model for this level of answer - I should probably have said 'interacts with the material' rather than hits an atom
 
The index of refraction (and the speed in material) depends on frequency.
So you cannot assume that the index of refraction for visible light (about 1.33) is valid for any electromagnetic waves.
In order to find an answer to your question you need first to make more precise (what kind of radio waves, what frequency range) and then look for info, if available.
Dispersion curves for various materials (speed of em waves versus frequency) can be found.
For sure you'll find them for water, maybe even for sea water.
 
I was using the Smith chart to determine the input impedance of a transmission line that has a reflection from the load. One can do this if one knows the characteristic impedance Zo, the degree of mismatch of the load ZL and the length of the transmission line in wavelengths. However, my question is: Consider the input impedance of a wave which appears back at the source after reflection from the load and has traveled for some fraction of a wavelength. The impedance of this wave as it...
Back
Top