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SCIENCE · INVESTIGATE AND EXPLAIN

Distinguish electron attachment from electron removal

Use selected experimental affinities to test signs, species and a periodic exception.

Learning outcome: Write attachment and detachment processes, calculate their energy changes and explain why fluorine/chlorine challenges a smooth trend.

Starting recap

A neutral atom has equal proton and electron counts. Adding one electron makes a negative ion. Energy released by a process lowers the energy of the system.

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Try

Fluorine attracts bonded electrons strongly, yet the selected isolated-atom affinity of chlorine is larger. First identify which process each property describes.

Open the experiment

Predict

Before changing the process selector, predict whether reversing attachment changes the magnitude, sign, species or all three.

Experiment

Capture F attachment and F detachment. Compare Cl attachment on the same fixed scale. Record each starting and ending species, the sign convention and the selected source uncertainty.

Trace attachment and detachment energy

Selected historical reference inputs · calculated process changes · Selected historical NIST WebBook determinations; isolated gas species, positive affinity means released attachment energy. Calculated changes are not new measurements.

Reset keeps your prediction, captures and practice history.

Identify the starting species before assigning an energy sign

F(g) + electron → F−(g)

E (eV)0-1-2-3-4F(g) + free electron: reference E = 0F−(g): E = −3.401191 eVReleasedΔE =-3.401191 eV

The fixed axis is −4 to 0 eV. With affinity defined as positive energy released on attachment, ΔE = −EA for attachment and +EA for detachment. Detachment starts from the anion; first ionization starts from the neutral atom and ends at a cation. They are different processes.

AtomEA (eV)Reported uncertainty (eV)Selected source
F3.401191±0.000026Blondel, Delsart and Goldfarb (2001); Laser photodetachment
Cl3.612709±0.000087Trainham, Fletcher and Larson (1987); Laser photodetachment

These are selected historical determinations from NIST WebBook, not a new consensus evaluation. Cl minus F = 0.211518 eV using their central values. Fluorine’s compact 2p region increases electron repulsion; a smooth periodic arrow alone misses this comparison. No combined uncertainty or second-electron affinity is inferred.

Reference provenance and model boundaries

Reference values were inspected on 28 October 2026. Values are frozen inputs; calculated differences and synthetic stabilization are distinct.

F(g) + electron → F−(g)

Attachment releases energy; detachment requires it. The neutral-to-cation process is different.

Captures replay frozen reference inputs and calculated comparisons; they are not new measurements.

Understand

Begin with a named process

Start with a neutral chlorine atom in the gas phase and a free electron. After attachment, there is a chloride anion. The proton count remains 17, while electron count changes from 17 to 18. Reverse the process and the starting species is the anion. Neither process is the first ionization of a neutral chlorine atom into Cl+.

Use the atom and process selectors to make this distinction visible. The neutral atom plus free electron defines zero energy in the diagram. The anion is lower. Attachment moves down; detachment moves up. Predict the direction before switching the process, then capture both views with the species and sign written in your note.

Define what a positive affinity means

Here EA is electron affinity in the positive-energy-released convention: the energy released when an electron attaches to the isolated neutral gas atom, equivalently the energy required to detach it from the anion. ΔE is final system energy minus initial system energy. Therefore attachment has ΔE = −EA and the reverse detachment has ΔE = +EA. The electron volt (eV) is an energy unit for each particle-scale event.

For the selected chlorine determination, EA = 3.612709 eV. Attachment changes energy by −3.612709 eV, and reversing it requires +3.612709 eV. The diagram preserves the same −4 to 0 eV scale when you switch atoms. A downward line is not a reaction-rate measurement; no duration is shown or calculated.

Let evidence challenge an overly smooth trend

The selected fluorine affinity is 3.401191 eV, smaller than the selected chlorine value by 0.211518 eV. More released energy on chlorine attachment is compatible with fluorine’s stronger relative attraction on the Pauling electronegativity scale: the properties describe different chemical questions.

A qualitative explanation considers both nuclear attraction and electron–electron repulsion. Fluorine’s added electron enters a compact 2p region where repulsion matters. Chlorine’s 3p region is more extended. Do not replace this mechanism with a universal rule that affinity must increase whenever nuclear charge increases. Nor does this qualitative account calculate the measured values from first principles.

Use a broad affinity trend without erasing subshell exceptions

For many main-group comparisons, attachment becomes more energy-releasing from left toward the halogens across a period as nuclear attraction increases. Down a comparable group, the larger receiving shell and shielding often weaken that release. Affinity is less regular than a simple arrow: filled or half-filled subshells, a newly occupied shell and strong repulsion in compact orbitals can interrupt the trend. In this page’s positive-release convention, more favorable attachment means a larger positive EA; a source reporting attachment energy change instead uses a more negative value.

Changed prediction: Without consulting numerical values, use the broad trend to predict whether a neutral sulfur or chlorine atom is more likely to release more energy on first electron attachment. Then consider extending an increase all the way from chlorine to the closed-shell argon atom. Would the same prediction remain justified?

Check trend versus electronic boundary

Chlorine is the more favorable broad-trend prediction compared with sulfur in the same period. Extending that arrow through argon ignores its closed valence shell: the incoming electron would occupy a higher shell, so a monotonic increase in energy released is not justified. The earlier fluorine/chlorine comparison is another concrete exception to the naive down-group rule. These qualitative predictions do not determine numerical affinities or bulk reaction energies.

OpenStax affinity and shell context, checked 31 October 2026.

Read the source before interpreting precision

The table selects historical laser-photodetachment determinations reported by NIST Chemistry WebBook: Blondel and colleagues (2001) for F and Trainham and colleagues (1987) for Cl. The displayed uncertainties, ±0.000026 and ±0.000087 eV, are transcribed from the selected table rows. They are not arbitrary slider tolerances. Other determinations exist in the compilation, including later chlorine work; this activity does not claim that the selected rows are a newly evaluated consensus or the current highest-precision results.

The source sometimes quotes an original determination at different precision in its comment. We retain the selected table row rather than combining its number with another row’s uncertainty. The difference uses central values; we do not calculate a combined uncertainty without a model of source dependence.

Transfer the distinction

For an unfamiliar atom with positive EA = 2.4 eV, draw the same two levels and explain both signs without looking at the feedback. Would that number also determine the cost of adding a second electron to an already negative ion? No: the initial species has changed. A new measurement or model is required.

Return to ionization evidence when you need the neutral-to-cation comparison, and continue to electronegativity evidence for bonded attraction. Definitions are available from IUPAC; the selected experimental sources remain visible in the lab.

Apply

Under the positive-energy-released affinity convention, a gas atom with EA = 2.4 eV forms its anion by attachment. Its energy change and the reverse detachment change are:

Public practice checks a specific claim. It does not establish independent mastery.

Explain the F/Cl comparison using electronic structure without treating a trend as an exact law. Distinguish selected historical values, calculated differences and a newly measured result.

Continue

Completion requires a saved prediction, at least one capture and a reflection. Presence checks do not grade your reasoning.

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