The Electromagnetic Spectrum
and the Color Light Spectrum


The electromagnetic spectrum contains all of the colors of light that we can and cannot see from near DC to gamma radiation frequencies or wavelengths.

"Radiation, is that nuclear radiation?"

Before we address this question, we need to understand what the term "radiation" means. Radiation is "light" or waves (like radio waves) that, once generated by a source, can exist even when the source is turned off. Once generated, one can think of radiation as being pure energy propagating through space. Therefore, we can classify nuclear radiation, light, radio waves, and X-rays as examples of radiation. Now to answer your question, it turns out that the by-products of nuclear reactions radiate energy in the gamma radiation portion of the spectrum. The measure of units on the electromagnetic spectrum can be expressed in terms of frequency in Hertz (Hz), wavelengths in meters, energy in either Joules or eV, and/or temperature in degrees Kelvin.

" This is confusing, why do we have so many different types of units all to mean the same thing?"

Good question. Scientist and engineers choose units base on convenience. For example, it is easier to request one gallon of milk than to ask for an equivalent of 3,786 ml of milk. Typically, power and radio wave engineers and scientists work with DC up through the radio wave spectrum and use the terminology of frequency. It is not uncommon for some radio wave engineers such as antenna designers to use both frequency and wavelength units. Microwave engineers and scientist use a mixed terminology of both frequency and wavelength. Optical engineers and scientist working in the infrared to ultraviolet portion of the spectrum use mixed units of both wavelength and energy (eV). Engineers and scientists that work in the x-ray and higher portion of the spectrum typically use the energy set of units, eV. A gamma ray may be as large as 10 sextillion Hertz.

"WOW!! But wait - what is a Hertz and what is a wavelength?"

A Hertz can be defined as 1 cycle per second. A cycle is one over the time it takes for the entire pattern of a periodic signal to repeat its nature. In order to think about this correctly, you must imagine yourself fixed in space with your measuring device to detect the electromagnetic wave (like an antenna) and a watch to record time. As the wave passes you, you record the time in seconds that it takes for the wave to repeat its nature. One over this time is the frequency in Hertz. Almost universally, engineers and scientists use the symbol f to represent frequency in Hertz. Various numbers of Hertz are graphed below where the horizontal axis is the time axis in seconds.

A graphical picture showing different numbers of Hertz.

A cycle is one full revolution of a wave, so to speak. Kinda like one full revolution around a circle or 360 degrees or 2p radians. See the picture below to understand a cycle better.

This picture shows how one can think of a full revolution for one and two Hertz on a graph

Now you’re catching on. Well, wavelength is a lot like frequency except it deals with space. To understand this concept properly, imagine that you took a snapshot of the wave in space. At that instant, time is stopped in the film or photograph. Now, jump into the picture with a ruler and an imaginary detector that “sees” the pattern of the electromagnetic wave in the film or photograph. One now measures the spatial distance in which the wave repeats its nature. This spatial distance in meters is the wavelength. Almost universally, engineers and scientist use the Greek symbol l (lower case lambda) to represent wavelength. Can you imagine how the figures above may be changed in order to visualize the wavelength? Good for you, the time axis is changed to a space axis and Hertz is changed to meters. Now you have it!!


What colors do your eyes see?


colorful eyes



The Nature and Propogation of Light


and all that is in-between!

But... check out what's in store below...



The electromagnetic spectrum...

The electromagnetic spectrum may be thought of as being composed of a complete spectrum of colors of pure energy or pure radiation. The color of the energy is determined by its frequency or equivalently its wavenumber, energy, or temperature. As indicate earlier our eyes can perceive only a small range of colors. A breakdown of the common radio wave and microwave bands are provided as well. Einstein, a great human philosopher, stated that nothing real can travel faster than the speed of light in vacuum. All scientists and engineers symbolize the speed of light with the letter c where c~300,000,000 meters/second or 3x108 meters/second. Using f for frequency and l for wavelength, in vacuum the wavelength and frequency are related to the speed of light as

fl=cthe relation between the speed of light, frequency, and wavelength in a vacuum.3x108 m/s

Vacuum is used as the reference for all conversions below. One must keep in mind that if the wave is propagating in a medium other than vacuum, the wave propagates at a speed slower than the speed of light.

To see the electromagnetic spectrum click on the thumbnail below or choose what quality you wish to see the spectrum in. (The better the quality, the longer it is may take to load.)


thumbnail of the electromagnetic spectrum

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Don't switch!...ZZZap!



Frequency range, GHz

P band

0.225 - 0.390

L band

0.390 - 1.550

S band

1.550 - 3.900

C band

3.900 - 6.200

X band

6.200 - 10.900

K band

10.900 - 36.000

Q band

36.000 - 46.000

V band

46.000 - 56.000

W band





Frequency range, GHz

A band

0.100 - 0.250

B band

0.250 - 0.500

C band

0.500 - 1.000

D band

1.000 - 2.000

E band

2.000 - 3.000

F band

3.000 - 4.000

G band

4.000 - 6.000

H band

6.000 - 8.000

I band

8.000 - 10.000

J band

10.000- 20.000

K band

20.000- 40.000

L band

40.000- 60.000

M band










ELF (extreme low frequency)

30-300 Hz

10-1 Mm


VF (voice frequency)

300-3000 Hz

1-0.1 Mm


VLF (very low frequency)

3-30 kHz

100-10 km


LF (low frequency)

30-300 kHz

10-1 km


MF (medium frequency)

300-3000 kHz

1-0.1 km


HF (high frequency)

3-30 MHz

100-10 m


VHF (very high frequency)

30-300 MHz

10-1 m


UHF (ultrahigh frequency)

300-3000 MHz

100-10 cm


SHF (superhigh frequency)

3-30 GHz

10-1 cm


EHF (extreme high frequency)

30-300 GHz

1-0.1 cm



300-3000 GHz

1-0.1 mm


P band

0.23-1 GHz

130-30 cm


L band

1-2 GHz

30-15 cm


S band

2-4 GHz

15-7.5 cm


C band

4-8 GHz

7.5-3.75 cm


X band

8-12.5 GHz

3.75-2.4 cm


Ku band

12.5-18 GHz

2.4-1.67 cm


K band

18-26.5 GHz

1.67-1.13 cm


Ka band

26.5-40 GHz

1.13-0.75 cm



40-300 GHz

7.5-1 mm



300-3000 GHz

1-0.1 mm


click here for a table that has inverted colors

Do you wonder what types of sources can make radio waves, microwaves and optical light? The nature of the source is very different as the frequency is varied. Below is a graph of some types of sources and their operating frequencies and typical power outputs.


Coleman, James T., Microwave Devices. Prentince-Hall, Inc., Englewood Cliffs, N.J., 1982.

click here for a figure of inverted color


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