Electron Arrangements of Ions
Gaining and losing electrons to reach a full shell
Lesson 505 of 4,500 · Atomic Structure: Subatomic Particles and Bohr Model
Learning objectives
- Write arrangements for common early main-group ions
- Conserve nuclear identity and charge while tracking electron gains or losses
Introduction
Common ions can often be understood by comparing their electron arrangement with that of the neutral parent atom. Metals in early main groups commonly lose outer electrons, while familiar non-metal anions gain them. The useful full-shell pattern must be applied alongside charge accounting and preservation of the original nucleus.
Core explanation
For a species with atomic number Z and signed relative charge z, electron count is Z − z . A positive z reduces the electron total, while subtracting a negative z increases it. This arithmetic should come before drawing shells or naming an isoelectronic noble gas.
Neutral sodium has eleven electrons arranged 2,8,1. Na⁺ has ten, arranged 2,8. Magnesium changes from 2,8,2 to 2,8 on forming Mg²⁺. In these examples, electron loss removes the entire outer shell's occupation while leaving the nuclear proton and neutron counts unchanged.
Neutral oxygen has arrangement 2,6. Adding two electrons gives O²⁻ at 2,8. Chlorine changes from 2,8,7 to 2,8,8 on forming Cl⁻. Added electrons do not become extra protons or neutrons; the isotope's A and Z remain fixed in this ordinary ionic bookkeeping.
The species O²⁻, F⁻, Ne, Na⁺ and Mg²⁺ all have ten electrons in their familiar ground-state descriptions. They are isoelectronic, but their proton counts differ from eight to twelve. Their different nuclear charges affect sizes and interactions, so equal electron counts do not imply identical physical properties.
The full-shell pattern predicts several common ions but not every possible charge state. A drawing of an electron arrangement does not prove that a free isolated ion is stable or common. Some ions are stabilised by surrounding ions, molecules or a crystal lattice. The energetics of the complete environment remain important.
For transition elements, electron removal requires a subshell treatment and cannot be inferred simply by reversing an oversimplified filling diagram. This page therefore focuses on common early main-group ions for which the shell summary is suitable.
Step-by-step reasoning
1. Identify Z and the explicitly stated ion charge. 2. Calculate electrons as Z minus signed charge. 3. Compare with the neutral arrangement to identify electrons lost or gained. 4. Write the ion arrangement, then verify proton-minus-electron charge while keeping A and Z unchanged.
Visual explanation
Draw neutral chlorine with shells 2,8,7 and an incoming electron arrow. Next draw Cl⁻ with shells 2,8,8, using the same nucleus label in both. Add brackets or a clear charge label so the full-shell ion is not mistaken for neutral argon.
Real-world analogy
A room's occupancy can increase or decrease without changing the building's address. Ionic electron count similarly changes while the proton-defined element remains fixed. The analogy describes identity and inventory, not a physical room wall around an electron shell.
Real-world example
Calcium chloride contains calcium and chloride ions in the ratio needed to balance charge. Ca²⁺ and Cl⁻ can each have eighteen electrons, yet calcium has twenty protons and chlorine seventeen. Their equal electron counts therefore coexist with opposite ion charges and different chemical identities.
Why?
Why can a positive ion have fewer occupied shells than its neutral atom? If all electrons in the highest occupied shell are removed, that shell becomes empty in the ion's ground-state summary. The periodic-table position still belongs to the element's nuclear identity rather than to the ion's reduced shell count.
Common misconception
“To make a 2+ ion, add two electrons.” Electrons carry negative charge, so adding two produces a more negative species. A 2+ ion has two fewer electrons than protons, giving a positive charge difference of two.
Worked example
For aluminium-27, Z = 13. Neutral aluminium has thirteen electrons arranged 2,8,3. Al³⁺ has 13 − 3 = ten electrons, arranged 2,8. The nucleus still contains thirteen protons and fourteen neutrons. Check A = 13 + 14 = 27 and charge = 13 − 10 = +3. Electron removal affects neither nuclear count.
Quick check
1. What is the simple shell arrangement of Mg²⁺, given magnesium's atomic number twelve? Answer: 2,8, because the ion contains ten electrons after losing two.
Exam focus
State both electron transfer and final arrangement when asked to explain ion formation. “It gets a full shell” omits whether electrons are gained or lost and how many. Include the superscript charge and avoid altering chemical subscripts to represent it.
Advanced insight
Within a comparable isoelectronic series, greater nuclear charge generally draws the same electron inventory inward more strongly. This helps explain why Mg²⁺ is smaller than O²⁻ despite both having ten electrons. Exact sizes depend on the context and definition of ionic radius.
Summary
Compute the ion's electron count before arranging shells. Common main-group cations lose electrons and anions gain them, often reaching closed-shell patterns. Nuclear identity remains fixed, and isoelectronic species retain different charges and properties because their proton counts differ.
Practice questions
1. Write the arrangement for K⁺ when potassium has Z = 19. Answer: 2,8,8, representing eighteen electrons after one is lost. 2. Write the arrangement for S²⁻ when sulfur has Z = 16. Answer: 2,8,8, representing eighteen electrons after two are gained. 3. Are K⁺ and S²⁻ the same element because their arrangements match? Answer: No. Their proton counts are nineteen and sixteen respectively, giving different identities and charges.