I. Wavelength to photon energy
| Input (wavelength) | Output (energy) |
|---|---|
| — | — |
The result is positive but rounds to 0 at the specified number of decimal places. Increase the number of decimal places.
CALCULATOR
Convert between wavelength and photon energy.
| Input (wavelength) | Output (energy) |
|---|---|
| — | — |
The result is positive but rounds to 0 at the specified number of decimal places. Increase the number of decimal places.
| Input (energy) | Output (wavelength) |
|---|---|
| — | — |
The result is positive but rounds to 0 at the specified number of decimal places. Increase the number of decimal places.
You can choose the input and output units from the dropdown menus. For example, to enter a wavelength of 550 nm, set the unit to “nm” and enter “550” for the wavelength.
The photon energy input unit “×10^(-19) [J]” lets you omit the 10−19 J factor when entering a value. For example, to enter 3.972 × 10−19 J, set the unit to “×10^(-19) [J]” and enter “3.972” as the input value.
Output values are shown in decimal notation. You can specify the number of decimal places in the output. If a positive result rounds to zero at the specified number of decimal places, a warning is displayed below the result.
The wavelength λ used in this calculation is the vacuum wavelength. If you are working with a wavelength in a medium, convert it to the vacuum wavelength using the refractive index before entering it.
E = hc / λ
Here, the speed of light in vacuum is c = 2.99792458 × 108 m/s, the Planck constant is h = 6.62607015 × 10−34 J·s, and the conversion uses 1 eV = 1.602176634 × 10−19 J.
The speed of light in vacuum c, the Planck constant h, and the elementary charge e are based on NIST documentation, as exact values that define the SI.