Introductory Physics Volume Two
Introductory Physics Volume Two
Introductory Physics Volume Two
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7.4 Electromagnetic Waves 145<br />
§ 7.4 Electromagnetic Waves<br />
With our eyes we are able to see electromagnetic (EM) waves that<br />
have wavelengths between about 400nm to 700nm. We experience light<br />
with different wavelengths as different colors, as indicated in the following<br />
table.<br />
Wavelength Frequency Perceived Color<br />
740 to 625 nm 405 to 480 THz red<br />
625 to 590 nm 480 to 510 THz orange<br />
590 to 565 nm 510 to 530 THz yellow<br />
565 to 520 nm 530 to 580 THz green<br />
520 to 500 nm 580 to 600 THz cyan<br />
500 to 430 nm 600 to 700 THz blue<br />
430 to 380 nm 700 to 790 THz violet<br />
Note that the frequency and wavelength of an EM wave are related by<br />
λf = c where c is the speed of light.<br />
But this is only a small range of EM spectrum.<br />
We see that there are a number of familiar items in the spectrum: x-<br />
rays, microwaves, and radio waves are all EM waves. The range of<br />
the spectrum just above and just below the visible range are called the<br />
ultraviolet (UV) and infrared (IR). The prefixes ultra (above) and infra<br />
(below) refer to the frequency not the wavelength.<br />
⊲ Problem 7.6<br />
Your microwave oven is filled with EM waves with a frequency of about<br />
3 GHz. What is the wavelength of the wave? The microwave oven heats<br />
up the objects in the oven, because the oscillating EM wave causes an<br />
oscillating electric force on the electric dipoles in the object, which<br />
causes the dipoles to oscillate. The frequency of a standard microwave