Electromagnetic Radiation

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Claimed by Carlos Fernandez to edit (Spring 2016)

Electromagnetic Radiation

The four Maxwell's Equations provide a complete description of possible spatial patterns of electric and magnetic field in space.

The Main Idea

If a charge is moved sinusoidally it will emit continuous radiation.

A Mathematical Model

The position of the particle is defined by a sine wave:

y = ymaxsin(wt)

        Where w is the angular frequency.

Amplitude

The Amplitude of the sinusoidal Wave is the height of the peak in the wave measured from the zero line.

Period

The period of the wave is the time between crests.

T = 2pi/w-----(units of seconds)

Frequency

f = 1/T f = w/2pi----(Units Hertz)

Wavelength

The distance between crests in meters. Wavelength is equal to the speed of light times frequency.

ENERGY FLUX

Is defined by the following equation:

        S = (1/u0)*(E x B) in W/m^2

History

Electromagnetic radiation of wavelengths in the early 19th century. The discovery of infrared radiation is ascribed to astronomer William Herschel, who published his results in 1800 before the Royal Society of London. Herschel used a glass Triangular prism (optics)|prism to refract light from the Sun and detected invisible rays that caused heating beyond the red part of the spectrum, through an increase in the temperature recorded with a thermometer. These "calorific rays" were later termed infrared.