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Electron Configuration Calculator

Find the full and noble-gas electron configuration of a neutral atom, plus shell populations. Covers atomic numbers 1–108, hydrogen through hassium, with predicted entries labeled.

By ChemistryCalc•Updated October 31, 2026•References
Your calculationLive results · change any value

On this pageCalculatorHow to useFormula & methodWorked exampleRead a subshell count and expand its coreUse the reference arrangement beyond a filling diagramDistinguish the outer shell from chemical valenceKeep the neutral-atom scope in viewFrequently asked questionsRelated calculatorsSources

01 Set up your calculation

  1. Select a neutral element, or switch to atomic number and enter a whole number from 1 to 108. The supported range runs from hydrogen to hassium.
  2. Read the shorthand and full configurations. A count following a subshell gives its electrons: 3d6 means six electrons in 3d. The output includes explicit 1s1 or 4s1 counts where needed.
  3. Use the shell populations to check the total against Z. The highest-shell count is a shell count, not a universal valence-electron count. Check the reference-status row for predicted heavy-element entries.

02 The relationship

For a neutral atom, electron count N = Z = Σ q(n,l). Shell population N(n) = Σl q(n,l). The capacity 2(2l + 1) gives 2, 6, 10 and 14 electrons for s, p, d and f subshells. Occupancies q come from the cited configurations; these counting equations do not predict the ground state.

For the assumptions behind these results, read the explanation below. You can also explore Effective Nuclear Charge and Atom.

WORKED EXAMPLE

Follow the numbers

Neutral iron has 26 electrons. Its shorthand is [Ar] 3d6 4s2, and its full configuration is 1s2 2s2 2p6 3s2 3p6 3d6 4s2. Grouping the counts by n gives 2, 8, 14 and 2 electrons. These add to 26; the highest occupied shell is n = 4 with two electrons.

03 Read a subshell count and expand its core

In 3d6, the leading 3 identifies the principal shell, d identifies the subshell, and the final 6 is the electron count. The s, p, d and f capacities differ because those subshells contain different numbers of orbitals. Listing an occupied subshell does not mean that every orbital in it is filled.

A bracketed noble-gas symbol replaces its complete configuration. In iron’s [Ar] 3d6 4s2, the argon core accounts for 18 electrons. Six 3d and two 4s electrons bring the total to 26. The calculator uses the largest preceding noble-gas core; hydrogen and helium have no shorter core abbreviation.

04 Use the reference arrangement beyond a filling diagram

A diagonal filling diagram is useful for learning the usual progression, but neighboring subshells can be close in energy. The neutral configurations listed here retain the reference exceptions. Chromium is [Ar] 3d5 4s1, copper is [Ar] 3d10 4s1, and palladium is [Kr] 4d10.

The display groups subshells by increasing principal shell, then s, p, d and f. This order makes the shell totals easy to check; it is not a proposed sequence of electron addition. A text that writes 4s before 3d can describe the same occupation numbers.

05 Distinguish the outer shell from chemical valence

The highest occupied shell is the largest n that contains electrons in the listed configuration. Its electron count is a direct sum. For iron, that means the two 4s electrons; the six 3d electrons belong to n = 3 even though d electrons also matter in transition-metal chemistry.

Palladium illustrates why this definition needs care. Its neutral reference configuration has no 5s electrons, so n = 4 is its highest occupied shell. That shell contains 4s2, 4p6 and 4d10, totaling 18. This does not mean palladium forms 18 ordinary chemical bonds.

06 Keep the neutral-atom scope in view

These entries describe isolated neutral atoms and their listed lowest-energy configurations. They are not ion configurations, molecular orbitals or arrangements in a crystal. A positive ion can rearrange when electrons are removed; a neutral lookup cannot establish the ground state of every ion.

The available reference set covers Z = 1–108. Entries for 104–108 are labeled predicted, and a reference label for lighter entries is not a claim that every orbital population has been measured directly. The references include lawrencium as [Rn] 5f14 7s2 7p1. Elements 109–118 are outside this calculator’s verified data coverage.

Questions from the notebook

Why is a neutral atom’s electron count equal to Z?

Z counts the positive nuclear charges. A neutral atom has the same number of negatively charged electrons, so the subshell counts sum to Z.

Why does copper have 4s1 rather than 4s2?

Its listed neutral ground-state configuration is [Ar] 3d10 4s1. A simple filling-order exercise does not capture every configuration exception, so the calculator uses the reference entry.

Why does neon show [He] 2s2 2p6 instead of [Ne]?

The shorthand uses a preceding noble gas so the selected atom’s outer subshells remain visible. Both describe the same ten electrons when [Ne] is used as a core inside a larger configuration.

Can this give the configuration of Fe2+ or another ion?

No. The selector and atomic-number mode both describe neutral atoms. An ion requires its own electron arrangement; subtracting electrons from the displayed neutral string is not a universal ground-state algorithm.

Does a different isotope change this result?

The neutral atom’s electron count is still Z. Changing the neutron count does not change the occupation counts shown by this calculator; isotope-dependent energy shifts are outside its scope.

Can I use the configuration to estimate effective nuclear charge?

Yes. The related effective nuclear charge tool accepts the full or noble-gas notation shown here. There you also choose which occupied subshell contains the electron you want to study.

References & reading

Our explanations are written for ChemistryCalc. Read how we build and check our tools. These calculations are educational estimates where the underlying model requires assumptions.