Ionization Energy Trend Across a Period — Why It Increases
Question
Explain why first ionization energy generally increases as we move from left to right across a period. Also explain the anomalies observed in Period 2 — specifically why IE₁(Be) > IE₁(B) and IE₁(N) > IE₁(O).
Solution — Step by Step
Step 1: Define Ionization Energy
First ionization energy (IE₁) is the minimum energy required to remove the outermost electron from a neutral gaseous atom:
M(g) → M⁺(g) + e⁻ ; ΔH = IE₁
Higher IE₁ = the electron is held more tightly = harder to remove.
Step 2: Identify the Factors That Control IE
Three factors determine how strongly an electron is held:
- Nuclear charge (Z): More protons pull outer electrons more strongly → higher IE
- Atomic radius: Smaller atom → outer electron is closer to nucleus → stronger pull → higher IE
- Shielding effect: Inner electrons partially offset the nuclear pull. More shielding → lower effective nuclear charge → lower IE
Step 3: Apply Across a Period
Moving left to right across Period 2 (Li → Ne):
- Nuclear charge increases: Li (Z=3) → Be (4) → B (5) → C (6) → N (7) → O (8) → F (9) → Ne (10)
- All outer electrons are added to the same shell (n=2) → shielding from inner (1s²) electrons stays roughly constant at σ ≈ 2
- Atomic radius decreases due to increasing nuclear pull
- Net effect: Effective nuclear charge (Z_eff = Z − σ) increases steadily
Since Z_eff increases, the outer electrons are pulled closer and held more tightly → IE₁ generally increases across the period.
Effective Nuclear Charge — Simplified
Z_eff = Z − σ (σ = shielding constant)
Li: Z_eff ≈ 1 | Be: ≈ 2 | B: ≈ 3 | C: ≈ 4 | N: ≈ 5 | O: ≈ 6 | F: ≈ 7 | Ne: ≈ 8
Each step across the period, Z_eff increases by ~1 → outer electron is more tightly held.
Step 4: Understand the Anomalies
Anomaly 1 — IE₁(Be) > IE₁(B):
Configuration of Be: [He] 2s² — fully filled 2s subshell. Configuration of B: [He] 2s² 2p¹ — one electron in the 2p subshell.
The 2p orbital is higher in energy than 2s (p electrons are farther from the nucleus on average). The 2p¹ electron in B is also partially shielded by Be's 2s² electrons. So despite B having one more proton, its 2p¹ electron is easier to remove than one of Be's 2s² electrons.
IE₁(Be) = 900 kJ/mol > IE₁(B) = 801 kJ/mol ✓
Anomaly 2 — IE₁(N) > IE₁(O):
Configuration of N: [He] 2s² 2p³ — half-filled 2p subshell. Configuration of O: [He] 2s² 2p⁴ — one 2p orbital has a paired electron.
Nitrogen's half-filled 2p subshell has extra stability: all three 2p electrons are in separate orbitals with parallel spins — maximum exchange energy, symmetric distribution. Oxygen must pair one electron into an already occupied 2p orbital, creating electron–electron repulsion that makes that electron easier to remove.
IE₁(N) = 1402 kJ/mol > IE₁(O) = 1314 kJ/mol ✓
🎯 Exam Insider
These anomalies appear in JEE Main, NEET, and CBSE boards regularly. The same pattern repeats in Period 3: IE₁(Mg) > IE₁(Al) (Mg has 3s² fully filled) and IE₁(P) > IE₁(S) (P has 3p³ half-filled). Learn the principle once — apply it anywhere.
Why This Works
The general trend (increasing IE across a period) = increasing Z_eff effect. The anomalies = subshell stability overriding the Z_eff effect at specific points.
Two stability boosts to remember:
- Fully filled subshell (ns²): Be, Mg, Zn — harder to remove than expected
- Half-filled subshell (np³): N, P, As — harder to remove than expected
These stability boosts occur because fully/half-filled configurations have:
- Higher exchange energy (electrons of the same spin in the same subshell stabilise each other)
- Symmetric electron distribution (reduces electron–electron repulsion)
Alternative Method — Reading the Graph
Plot IE₁ vs atomic number for Period 2:
| Element | IE₁ (kJ/mol) |
|---|---|
| Li | 520 |
| Be | 900 |
| B | 801 ← dip from Be |
| C | 1086 |
| N | 1402 |
| O | 1314 ← dip from N |
| F | 1681 |
| Ne | 2081 |
The graph rises overall from Li to Ne, with two downward dips: at B (from Be) and at O (from N). Recognise these dips, know their cause, and you can answer any arrangement question.
Common Mistake
⚠️ Common Mistake
Mistake: Arranging IE₁ of B, C, N, O, F as a monotonically increasing sequence: B < C < N < O < F.
Correct order: B < C < O < N < F
The N > O inversion means O has lower IE₁ than N. When you encounter an arrangement question involving N and O (or P and S), always check for this inversion. The answer choices in JEE Main are specifically designed to catch students who forget this anomaly.