Difference between revisions of "Electromagnetic Radiation"
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[[Electromagnetic Spectrum|Next Topic]] | [[Electromagnetic Spectrum|Next Topic]] | ||
[[Image:Emwavepropagation.jpg|thumb|300px|]] | [[Image:Emwavepropagation.jpg|thumb|300px|]] | ||
==Electric an Magnetic waves== | |||
Light is an electromagnetic radiation, an electric field that oscillates in both time and space along with a corresponding orthogonal magnetic field that oscillates with the same spatial and temporal periodicity. This was first described by Maxwell. | Light is an electromagnetic radiation, an electric field that oscillates in both time and space along with a corresponding orthogonal magnetic field that oscillates with the same spatial and temporal periodicity. This was first described by Maxwell. | ||
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<math>c=\lambda \nu\,\!</math> | <math>c=\lambda \nu\,\!</math> | ||
== Light waves == | |||
The light waves can be described as: | |||
X is direction of travel | |||
<math>F_o\,\!</math> is the amplitude | |||
<math>F = F_o sin [(2\pi/\lambda) (x-vt) + \theta]\,\!</math> | |||
<math>=F_o sin [k(x-\lamba vt) + \theta]\,\!</math> | |||
<math>=F_o sin [kx- \omega t + \theta]\,\!</math> | |||
K= 2pi /lambda = wave vector or wave number in cm^-1 | |||
omega = 2pi nu= angular frequency ( in radians/s) | |||
Phi is the phase constant that accounts for a non-zero amplitude at the origin of the plot. | |||
The particle nature of light | |||
The energy of the light beam is concentrated in the particles called photons. | |||
E=h\nu | |||
h is plancks constant = 6.6 x 10-34 J.S in SI units | |||
Which can be divided by the charge of the electron 1.6 x10^-19 coulomb to giving a microscopic equivalent of | |||
= 4.14 x 10-15 eV.s | |||
The speed of light in a vacuum at approximately 3 x 10<sup>8</sup> m/s | The speed of light in a vacuum at approximately 3 x 10<sup>8</sup> m/s | ||
Revision as of 10:34, 4 May 2009
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Electric an Magnetic waves
Light is an electromagnetic radiation, an electric field that oscillates in both time and space along with a corresponding orthogonal magnetic field that oscillates with the same spatial and temporal periodicity. This was first described by Maxwell.
When light gets into a material it interacts with the charged particles within the atom. Although both magnetic and electric field can be absorbed by materials, the interaction of the field of light is usually about 10^5 stronger than that of the magnetic field and thus to the first approximation we can concern ourselves only with the interaction of the electric field with matter. When the electric field of light gets into a material and it cause the electrons to move.
Formally, the term “light” is strictly applicable to the visible portion of the electromagnetic spectrum, however we will use a looser definition that includes the entire visible and non-visible spectrum.
Light behaves both as wave with properties of wavelength and frequency and as particle in that it is quantized in discrete packets known as photons. Wavelength lambda measure in nanometers (nm) Period T in seconds Frequency ν is 1/T measured in Hertz
<math>c=\lambda \nu\,\!</math>
Light waves
The light waves can be described as: X is direction of travel <math>F_o\,\!</math> is the amplitude
<math>F = F_o sin [(2\pi/\lambda) (x-vt) + \theta]\,\!</math>
<math>=F_o sin [k(x-\lamba vt) + \theta]\,\!</math> <math>=F_o sin [kx- \omega t + \theta]\,\!</math>
K= 2pi /lambda = wave vector or wave number in cm^-1 omega = 2pi nu= angular frequency ( in radians/s)
Phi is the phase constant that accounts for a non-zero amplitude at the origin of the plot.
The particle nature of light The energy of the light beam is concentrated in the particles called photons.
E=h\nu h is plancks constant = 6.6 x 10-34 J.S in SI units Which can be divided by the charge of the electron 1.6 x10^-19 coulomb to giving a microscopic equivalent of = 4.14 x 10-15 eV.s
The speed of light in a vacuum at approximately 3 x 108 m/s