In a vacuum, all electromagnetic waves travel at the speed of light: c = 299, 792, 458 m/s. An energy ( ) can be associated with each region of the EMS using the equation:
Region
Frequency
Energy
Hard gamma
1 × 10-9 nm
3 × 1026 Hz
1.2 × 1012eV
Gamma
1 × 10-6 nm
3 × 1023 Hz
1.2 GeV
Gamma/X-ray
0.001 nm
3 × 1019 Hz
12 MeV
X-ray
1 nm
3 × 1017 Hz
120 keV
10 nm
3 × 1016 Hz
12 keV
Ultraviolet
100 nm
3 × 1015 Hz
1.2 keV
Visible (blue)
400 nm
7.5 × 1017 Hz
3.1 eV
Visible (red)
700 nm
4.3 × 1017 Hz
1.8 eV
10000 nm
3 × 1013 Hz
0.12 eV
Microwave
1 cm
30 GHz
1.2 × 10-4 eV
Microwave/Radio
10 cm
3GHz
1.2 × 10-5 eV
Radio
100 m
3 MHz
1.2 × 10-8 eV
Radio
100 km
3 kHz
1.2 × 10-11 eV
where is the frequency and is Planck’s constant which has the value:
The table below lists typical wavelengths, frequencies and energies for different regions of the EMS.
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