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Photon energy from wavelength calculator

Convert vacuum wavelength in nanometres into the energy of one photon in joules and electronvolts using Planck’s constant and light speed.

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Your result

Photon energy3.97e-19J
Photon energy2.48eV

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How to calculate

Convert vacuum wavelength in nanometres into the energy of one photon in joules and electronvolts using Planck’s constant and light speed.

Photon energy = 6.62607015e-34*299792458/(l/1000000000) J; Photon energy = 6.62607015e-34*299792458/(l/1000000000)/1.602176634e-19 eV

Worked example

Wavelength (nm): 500.

Photon energy: 3.97e-19 J; Photon energy: 2.48 eV.

Assumptions and limits

Convert vacuum wavelength in nanometres into the energy of one photon in joules and electronvolts using Planck’s constant and light speed. Photon wavelength is in vacuum. The inverse-square model assumes an unobstructed point source without absorption; intensity has units of power per area.

Results are rounded for display; calculations use unrounded values. Read our calculation methodology.

Understanding the result

Convert vacuum wavelength in nanometres into the energy of one photon in joules and electronvolts using Planck’s constant and light speed.

When this tool is useful

Photon energy = 6.62607015e-34*299792458/(l/1000000000) J; Photon energy = 6.62607015e-34*299792458/(l/1000000000)/1.602176634e-19 eV

Understanding your inputs

InputWhat to enter
Wavelength (nm)Enter a number of at least 1e-12 and no more than 1000000000000.

Frequently asked questions

What assumptions does this calculation use?

Convert vacuum wavelength in nanometres into the energy of one photon in joules and electronvolts using Planck’s constant and light speed. Photon wavelength is in vacuum. The inverse-square model assumes an unobstructed point source without absorption; intensity has units of power per area.

How is the result calculated?

Photon energy = 6.62607015e-34*299792458/(l/1000000000) J; Photon energy = 6.62607015e-34*299792458/(l/1000000000)/1.602176634e-19 eV