Encyclopedia … combined with a great Buyer's Guide!

Optical Frequency Multipliers

Definition: devices which convert light to other light with optical frequencies which are integer multiples of the original frequency

Alternative term: optical harmonic generators

More general term: nonlinear frequency conversion devices

More specific terms: optical frequency doublers, triplers, quadruplers

Opposite term: subharmonic generators

German: optische Frequenzvervielfacher

Categories: article belongs to category nonlinear optics nonlinear optics, article belongs to category photonic devices photonic devices


Cite the article using its DOI: https://doi.org/10.61835/1je

Get citation code: Endnote (RIS) BibTex plain textHTML

There are various kinds of optical devices which can (partially) convert light to other light where the optical frequency is an integer multiple of the original optical frequency. Such optical frequency multipliers (or optical harmonic generators) are based on one or several optical nonlinearities.

The term optical frequency multipliers is less common than the more specific terms frequency doublers, triplers etc.

Common Frequency Multipliers

The following types of frequency multipliers are common:

  • Of the simplest kind are frequency doublers, based on second-harmonic generation in transparent nonlinear crystal materials with a χ(2) nonlinearity. It is particularly common to generate green light by frequency doubling of infrared light in the 1-μm spectral region, where many lasers operate. However, frequency doublers can also be realized in other spectral regions.
  • By combining a frequency doubler with another device for sum frequency generation of the harmonic wave with some of the original pump light, one achieves frequency tripling. Generally, different nonlinear crystals are used for doubling and some frequency generation. The most common application is to produce ultraviolet light, e.g. by frequency tripling from 1064 nm wavelength to 355 nm.
  • Frequency quadrupling can be achieved by combining two frequency doublers. The most common application is to generate UV light at 266 nm from 1064-nm light.
  • The fifth harmonic of a laser beam can be generated by frequency quadrupling with subsequent sum frequency generation.

Conversion Efficiency

Generally, efficient optical frequency multipliers can be operated only with laser light having a sufficiently high optical power and beam quality because the required nonlinear processes can be reasonably efficient only for sufficiently intense and coherent light. While frequency doubling alone can often be done with a high conversion efficiency – sometimes above 80% –, the conversion efficiency for higher harmonics is usually substantially lower.

Physics Details

Considering the particle nature of light, frequency multiplication processes imply that lower-energy input photons are converted into a correspondingly smaller number of higher-energy photons.

In most cases, optical frequency multiplication is performed with quasi-monochromatic light. This is not only because laser sources happen to be quasi-monochromatic in many cases, but also because phase matching in the used nonlinear crystals can usually be achieved only in a quite limited optical frequency interval.

When applying optical frequency multiplication to monochromatic light, one obtains light with precisely integer multiples of the original optical frequency. The involved processes are fully coherent, i.e., for every optical cycle of the input light one obtains two optical cycles, for example, in frequency doubling. This effect can be exploited in optical frequency metrology, e.g. for optical frequency chains.

More to Learn

Encyclopedia articles:

Questions and Comments from Users


How can one build a frequency multiplier to be used with sunlight?

The author's answer:

That can hardly work because the optical intensities of sunlight are very low. I wouldn't know a suitable material for that.


Do frequency multipliers need to be oriented right to work or can the beam angle vary?

The author's answer:

Usually, you need to properly orient a nonlinear crystal for achieving phase matching.

Here you can submit questions and comments. As far as they get accepted by the author, they will appear above this paragraph together with the author’s answer. The author will decide on acceptance based on certain criteria. Essentially, the issue must be of sufficiently broad interest.

Please do not enter personal data here. (See also our privacy declaration.) If you wish to receive personal feedback or consultancy from the author, please contact him, e.g. via e-mail.

Spam check:

By submitting the information, you give your consent to the potential publication of your inputs on our website according to our rules. (If you later retract your consent, we will delete those inputs.) As your inputs are first reviewed by the author, they may be published with some delay.


Share this with your network:

Follow our specific LinkedIn pages for more insights and updates: