Difference between revisions of "Electromagnetic spectrum"

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The [[electromagnetic spectrum]] is the collection of all possible frequencies of electromagnetic waves.
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The [[electromagnetic spectrum]] is the collection of all possible frequencies of electromagnetic waves, which we commonly refer to as [[light]].  
  
  
{| border="1"  cellpadding="2"
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{| class="wikitable"
|+ The table's caption
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|+ The Electromagnetic Spectrum
 
|-
 
|-
|Type of wave || Frequency range || Wavelength Range
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|'''Type of wave''' || '''Frequency range''' || '''Wavelength Range'''
 
|-
 
|-
 
|Radio Waves
 
|Radio Waves
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|300 GHz to as low as 3 kHz,
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|1 millimeter to 100 kilometers
 
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|-
 
|Microwaves
 
|Microwaves
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|(0.3 to 300) GHz
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|1 mm to 1 m
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|-700 nm to 1 mm
 
|Infrared
 
|Infrared
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|300 GHZ to 430 THz
 
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|
 
|-
 
|-
 
|Visible Light
 
|Visible Light
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|(430–790 THz
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|390 to 700 nm
 
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|-
 
|UV
 
|UV
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|750 THz to 30,000 THz
|  
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| 10 to 400 nm
 
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|-
 
|Xray
 
|Xray
|  
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|30,000 THz to 300,000 THz
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| 0.001 to 10 nm
 
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|-
 
|Gamma
 
|Gamma
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| 300,000 THz to 30,000,000,000 THz
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| 0.000000001 to 0.001 nm
 
|}
 
|}
  
  
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[[File:EMSpectrum.jpg|480px|thumb|centre|The Electromagnetic Spectrum]]
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== Properties ==
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[[Electromagnetic waves]] have many different properties, and one of the most interesting ones is the property of duality. As asserted by the double-slit experiment (one of the experiments that inspired quantum mechanics), electromagnetic waves behave like both particles and waves, depending on the experiment being used to identify it. If an experiment tries to detect light as a particle, it will. If an experiment tries to detect light as a wave, it also will. For example, if we were to make a barrier with two extremely small slits in it, so that light could pass through, then shined a source of light on it, a detector on the other side would detect a series of lines, even in places that were not behind the slit. This can only lead to the conclusion that the detector was detecting an interference pattern. On the other hand, if we shine light onto a polished piece of metal, we find that it generates current. This should only be possible if light is a particle.
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== Equations ==
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=== Relation between Energy and Frequency ===
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One famous equation describing the energy of light is <math>E = hf</math>, where <math>E</math> is the energy of the light, <math>h</math> is [[Planck's constant]]  and <math>f</math> is the frequency of the light.
  
  
 
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[[Category:Physics]]
 
[[Category:Physics]]

Latest revision as of 02:23, 10 June 2021

The electromagnetic spectrum is the collection of all possible frequencies of electromagnetic waves, which we commonly refer to as light.


The Electromagnetic Spectrum
Type of wave Frequency range Wavelength Range
Radio Waves 300 GHz to as low as 3 kHz, 1 millimeter to 100 kilometers
Microwaves (0.3 to 300) GHz 1 mm to 1 m
Infrared 300 GHZ to 430 THz
Visible Light (430–790 THz 390 to 700 nm
UV 750 THz to 30,000 THz 10 to 400 nm
Xray 30,000 THz to 300,000 THz 0.001 to 10 nm
Gamma 300,000 THz to 30,000,000,000 THz 0.000000001 to 0.001 nm


The Electromagnetic Spectrum

Properties

Electromagnetic waves have many different properties, and one of the most interesting ones is the property of duality. As asserted by the double-slit experiment (one of the experiments that inspired quantum mechanics), electromagnetic waves behave like both particles and waves, depending on the experiment being used to identify it. If an experiment tries to detect light as a particle, it will. If an experiment tries to detect light as a wave, it also will. For example, if we were to make a barrier with two extremely small slits in it, so that light could pass through, then shined a source of light on it, a detector on the other side would detect a series of lines, even in places that were not behind the slit. This can only lead to the conclusion that the detector was detecting an interference pattern. On the other hand, if we shine light onto a polished piece of metal, we find that it generates current. This should only be possible if light is a particle.


Equations

Relation between Energy and Frequency

One famous equation describing the energy of light is $E = hf$, where $E$ is the energy of the light, $h$ is Planck's constant and $f$ is the frequency of the light.


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