Photoelectric Effect Calculator

By Dominik Czernia, PhD candidate
Last updated: Aug 13, 2020

The photoelectric effect calculator will give you an insight into the principles of the photoelectric effect which was explained by Einstein in 1905. It was a significant step in the development of quantum physics, which we know today. Read on if you want to learn what is the photoelectric effect and how you can describe it using the photoelectric effect definition. You will see that this quantum phenomenon finds an application in our everyday life, among others in photoelectric sensors that detect and determine the intensity of the incident light (with the photoelectric effect equation you can check if they will work at all in the sunlight).

What is the photoelectric effect?

Everything in nature consists of atoms which are built of nucleus and electrons orbiting around the nucleus. Check our Bohr model calculator to find more informations about the structure of an atom. The photoelectric effect is a quantum phenomenon in which electrons are emitted from the surface of a material under the influence of incident light. Such photoemission can occur for any material, but it is most observable from metals.

But why is there photoelectric effect at all? The rays of light consist of elementary particles - photons - which possess definite energy. On the other hand, every electron is bound to the nucleus with specific binding energy (you can quickly estimate this energy for hydrogen). Now, if photon collides with an electron and the energy of photon exceeds the binding energy of the electron, it can escape with some kinetic energy from the nucleus, giving rise to the photoelectric effect.

Photoelectric effect definition

Einstein proposed an explanation of the photoelectric effect using the concept that light consists of tiny packets of energy known as photons. Our photoelectric effect calculator uses below photoelectric effect definition:

KE = h * (f - f0)


  • KE is the maximum kinetic energy of an ejected electron,
  • f is the frequency of the incident photon,
  • f0 is the threshold frequency (corresponding to the binding energy) of certain material,
  • h is the Planck constant h = 6.626 * 10^(-34) J * s.

You can see from the photoelectric equation that the condition f > f0 is necessary for the photoelectric effect to occur (because kinetic energy is positive). The quantity ϕ = h * f0 is called work function (expressed in units of energy) and it corresponds to the threshold frequency.

In our photoelectric effect calculator, the energy of the incident photon and work function are expressed as frequencies. You can go to the advanced mode if you want to use wavelength or just energy. Check our photon energy calculator to find what is relation between frequency, wavelength and energy of phonon.

Photoelectric sensor

The description of the photoelectric effect sounds seemingly very theoretically, but, it finds many practical applications. Photoelectric cells are, for example, used to detect light (in photoelectric sensors) or to gather the resulting current of electrons (in solar cells). Other applications include:

  • imaging technology (digital cameras),
  • photomultiplier (amplifies current from detected photon),
  • chemical analysis of a material.
Dominik Czernia, PhD candidate
Incident light
Work function
Threshold frequency
Ejected electron
Maximum kinetic energy
People also viewed…

Alien civilization

The alien civilization calculator explores the existence of extraterrestrial civilizations by comparing two models: the Drake equation and the Astrobiological Copernican Limits👽


Do you feel like you could be doing something more productive or educational while on a bus? Or while cleaning the house? Well, why don't you dive into the rich world of podcasts! With this podcast calculator, we'll work out just how many great interviews or fascinating stories you can go through by reclaiming your 'dead time'!

Weight on other planets

With this weight on other planets calculator, you can check how much you'd weigh if you landed on another planet within our Solar system.
main background