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rf - Free and Open Source Software

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to an excitation from the incoming wave.<br />

If the incoming wave is at a frequency far<br />

below that of the particle's resonance, the<br />

particle will vibrate weakly in phase with the<br />

• •<br />

mcormng wave.<br />

If the incoming wave is at a frequency far<br />

above that of the particle's resonance, the<br />

particle will still. vibrate weakly at the<br />

frequency of the incoming wave, but its<br />

vibration will be 180 0<br />

out of phase with the<br />

incoming excitation.<br />

If the incoming wave's frequency matches<br />

that at which the particle is resonant, the<br />

particle will vibrate strongly, 90 0<br />

out of<br />

phase with the incoming wave.<br />

In most materials the particle resonances<br />

are at frequencies higher than that of visible<br />

light; a few substances have resonances as<br />

low as the infrared region, but almost none<br />

have resonance in the common <strong>rf</strong> range.<br />

For this reason, for most <strong>rf</strong> energy <strong>and</strong><br />

almost all materials the first case will hold<br />

true. Each particle at the boundary of the<br />

material will vibrate weakly <strong>and</strong> in phase<br />

with the incoming wave.<br />

There's a very special exception which we<br />

will meet a little later, in which both<br />

in-phase <strong>and</strong> out-of-phase vibrations occur.<br />

Before we look at that, though, let's stay<br />

with the first case <strong>and</strong> see what happens<br />

most of the time.<br />

Now as it happens, a vibrating particle<br />

will itself emit new radiation just because it's<br />

vibrating. It's the same basic idea as that of<br />

the tuning fork, which you hit to make<br />

vibrate, <strong>and</strong> which then emits an audio wave<br />

because it is vibrating.<br />

This means that when an r[wave hits the<br />

su<strong>rf</strong>ace of any substance, each particle at the<br />

su<strong>rf</strong>ace of that substance will re-radiate new<br />

waves which are in phase with the original<br />

<strong>rf</strong><br />

Each of these new waves will, in turn, hit<br />

adjacent atoms or particles within the material<br />

<strong>and</strong> cause additional vibrations <strong>and</strong> more<br />

re-radiation,<br />

If the particles are scattered about the<br />

substance more or less at r<strong>and</strong>om, as they<br />

are for instance in a gas, the total effect of<br />

all this secondary vibration will be a "scattering"<br />

or "diffusion" of the original wave.<br />

The higher-frequency waves in the original<br />

energy (if a mixture of frequencies were<br />

present at the start) will predominate in the<br />

scattered new radiation, because they had<br />

more energy per photon to begin with.<br />

We see such an effect any time we look at<br />

a blue sky. The blue skylight is the scattered<br />

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