Reactions of Phenols

Phenol looks, at first glance, like it should behave the way any alcohol behaves — both carry an –OH group, after all. But bolt that –OH directly onto a benzene ring and two things change dramatically: the O–H bond becomes far more willing to break (phenol is roughly a million times more acidic than ethanol), and the ring itself becomes unusually eager to react with electrophiles. Both effects trace back to a single cause — the oxygen lone pair spilling into the aromatic system. This article covers the acidic nature of phenol and its four syllabus-named electrophilic substitution reactions: nitration, halogenation, Kolbe's reaction and the Reimer–Tiemann reaction. Expect "explain why" theory questions built around resonance in the phenoxide ion, substituent effects on acidity, and equations for each named reaction with the correct site of attack.

The core insight

Attaching –OH to a benzene ring lets the oxygen lone pair delocalise into the resonance-stabilised phenoxide ion (making phenol far more acidic than any alcohol) while simultaneously making the ring itself electron-rich and strongly ortho/para-directing toward electrophiles such as NO₂⁺, Br₂, CO₂ and dichlorocarbene.

The core idea

Why phenol is acidic at all. Phenol ionises weakly in water, C6H5OH⇌C6H5O−+H+\text{C}_6\text{H}_5\text{OH} \rightleftharpoons \text{C}_6\text{H}_5\text{O}^- + \text{H}^+, and this small equilibrium extent is captured by an acid dissociation constant:

Ka=[C6H5O−][H+][C6H5OH],pKa=−log⁡10Ka.(1)K_a = \frac{[\text{C}_6\text{H}_5\text{O}^-][\text{H}^+]}{[\text{C}_6\text{H}_5\text{OH}]}, \qquad pK_a = -\log_{10} K_a. \qquad (1)

where: KaK_a is the acid dissociation constant, square brackets denote equilibrium molar concentrations, and pKapK_a is the standard logarithmic scale on which a smaller pKapK_a means a stronger acid. Phenol's pKa≈10pK_a \approx 10 is dramatically lower than ethanol's pKa≈16pK_a \approx 16, meaning phenol is acidic enough to react with NaOH itself — alcohols never do this.

Why phenol beats every alcohol. The gap has nothing to do with the O–H bond strength and everything to do with what happens after the proton leaves. In the phenoxide ion the negative charge on oxygen is not stuck in place — it delocalises into the ring through resonance, spreading partial negative charge onto the ortho and para carbons. An alkoxide ion, RO−\text{RO}^-, has no ring to delocalise into; worse, the electron-donating alkyl group actually intensifies the charge on oxygen, destabilising it further. A more stable anion means a more favourable equilibrium toward ionisation, hence a stronger acid.

Substituents tune the acidity. Because the effect is about stabilising the phenoxide anion, anything that pulls electron density away from the ring helps. Electron-withdrawing groups (–NO₂ above all, especially at ortho/*para*) increase acidity by spreading the negative charge even further through resonance and induction. Electron-donating groups (–CH₃, –OCH₃) push electron density back onto an already negative oxygen and decrease acidity.

The same lone pair drives ring substitution. The –OH oxygen lone pair that stabilises the anion also feeds into the neutral ring, making phenol a strong activator and an ortho/*para* director for electrophilic aromatic substitution — electron density piles up specifically at those positions, which is exactly where each named reaction below attacks.

Figure
Bar chart comparing pKa values of ethanol phenol and 4 nitrophenol showing acidity increasing as pKa decreases
Lower pKa = stronger acid pKa 16 ethanol 10 phenol 7.2 4-nitrophenol acidity increases left to right as the anion becomes better stabilised
Derivation AFrom pKa to how many times more acidic

This derivation turns the qualitative pKa ordering already established for ethanol, phenol and 4-nitrophenol into a precise number for how many times more readily each one gives up its proton, using nothing beyond the definition pKa=−log⁡10KapK_a = -\log_{10}K_a and one law of exponents, so that resonance stabilisation is measured in real numbers rather than only argued in words.

Step 1. Invert the definition to recover KaK_a from a given pKapK_a: since pKa=−log⁡10KapK_a = -\log_{10}K_a, rearranging gives Ka=10−pKaK_a = 10^{-pK_a}. This is the only algebraic tool needed for the whole comparison.

Step 2. Write KaK_a for ethanol and phenol using their known pKapK_a values. For ethanol, pKa≈16pK_a \approx 16, so Ka(ethanol)=10−16K_a(\text{ethanol}) = 10^{-16}. For phenol, pKa≈10pK_a \approx 10, so Ka(phenol)=10−10K_a(\text{phenol}) = 10^{-10}.

Step 3. Divide to get the ratio of acid strengths: Ka(phenol)Ka(ethanol)=10−1010−16=1016−10=106\dfrac{K_a(\text{phenol})}{K_a(\text{ethanol})} = \dfrac{10^{-10}}{10^{-16}} = 10^{16-10} = 10^{6}. A larger KaK_a means more dissociation, so phenol's equilibrium lies about a million times further toward ionisation than ethanol's at the same concentration.

Step 4. Read the physical meaning. That factor of 10610^{6} is the numerical fingerprint of resonance delocalisation in the phenoxide ion: spreading the negative charge over the ring is worth roughly six orders of magnitude of extra acid strength compared to an alkoxide ion with nowhere for the charge to go.

Worked example

Rank ethanol (pKa≈16pK_a \approx 16), phenol (pKa≈10pK_a \approx 10) and 4-nitrophenol (pKa≈7.2pK_a \approx 7.2) in order of increasing acidity, and find how many times more acidic 4-nitrophenol is than phenol.

Step 1. Order by pKapK_a: since a lower pKapK_a means a stronger acid, the order of increasing acidity follows directly from decreasing pKapK_a: ethanol (16) then phenol (10) then 4-nitrophenol (7.2), giving ethanol < phenol < 4-nitrophenol — the same order the resonance argument predicts, because the para –NO₂ group pulls even more electron density off the phenoxide oxygen by resonance and induction than the ring alone does.

Step 2. Convert pKapK_a to KaK_a for the two acids being compared, using Ka=10−pKaK_a = 10^{-pK_a}: Ka(phenol)=10−10K_a(\text{phenol}) = 10^{-10} and Ka(4-nitrophenol)=10−7.2K_a(\text{4-nitrophenol}) = 10^{-7.2}.

Step 3. Take the ratio: Ka(4-nitrophenol)Ka(phenol)=10−7.210−10=1010−7.2=102.8≈630\dfrac{K_a(\text{4-nitrophenol})}{K_a(\text{phenol})} = \dfrac{10^{-7.2}}{10^{-10}} = 10^{10-7.2} = 10^{2.8} \approx 630.

Step 4. Combine with the earlier phenol-versus-ethanol ratio of 10610^6 (from the derivation above) to see the full span: 4-nitrophenol is roughly 102.8×106=108.8≈6×10810^{2.8}\times 10^{6} = 10^{8.8} \approx 6\times10^{8} times more acidic than ethanol. Answer: ethanol < phenol < 4-nitrophenol, with 4-nitrophenol about 630 times more acidic than phenol and phenol itself about a million times more acidic than ethanol.

Competitive stretch

Starting from phenol, outline the Reimer–Tiemann route to salicylaldehyde and name the reactive intermediate.

Step 1. Treat phenol with aqueous NaOH to form sodium phenoxide, which is far more electron-rich than neutral phenol.

Step 2. Add chloroform and excess concentrated NaOH; the base deprotonates CHCl3\text{CHCl}_3 and drives α-elimination of Cl−\text{Cl}^-, generating dichlorocarbene, :CCl2:\text{CCl}_2, the reactive electrophile.

Step 3. The electron-rich phenoxide ring attacks dichlorocarbene preferentially at the ortho position, and the intermediate hydrolyses under the basic aqueous conditions to an aldehyde group.

Step 4. Acidification protonates the phenoxide back to a phenol ring, giving the final product. Answer: 2-hydroxybenzaldehyde (salicylaldehyde), via the electrophile dichlorocarbene.

Common traps

  • Assuming phenol only reacts with metals like an alcohol — phenol is acidic enough to be neutralised by NaOH itself (sodium phenoxide plus water), a reaction alcohols never undergo.
  • Reversing the substituent-acidity rule — electron-withdrawing groups (like –NO₂) increase phenol's acidity while electron-donating groups decrease it, the opposite of how such groups affect amine basicity, and the two get mixed up often.
  • Writing bromination of phenol as needing a Lewis-acid catalyst the way benzene does — phenol is so activated that bromine water reacts immediately, no catalyst required, giving a white precipitate of 2,4,6-tribromophenol.
  • Defaulting to the para position for Kolbe's reaction or the Reimer–Tiemann reaction — both are taught and tested primarily for the ortho product (salicylic acid, salicylaldehyde).
  • Forgetting that a smaller pKapK_a means a stronger acid — students sometimes read the numbers backwards when ranking acidity.

Ask the tutor: want help drawing the full set of resonance structures behind the phenoxide ion's stability, or working through why the Reimer-Tiemann mechanism favours ortho over para attack?

Why doesn't phenol react with NaOH the way a carboxylic acid does, only weaker?

It is the same type of reaction — an acid-base neutralisation — just much weaker because phenol is a far weaker acid than a carboxylic acid (pKa≈10pK_a \approx 10 versus pKa≈3pK_a \approx 3–5). Phenol still has enough acidic character, thanks to resonance stabilisation of the phenoxide ion, to be fully deprotonated by a strong base like NaOH, forming sodium phenoxide and water. Alcohols, lacking that resonance stabilisation, are far too weak to react with NaOH at all, which is exactly the test that distinguishes phenols from alcohols.

Why does phenol not need a catalyst for bromination while benzene does?

Benzene's ring electron density is only moderate, so generating the bromonium electrophile from Br2 needs a Lewis acid like FeBr3 to polarise the Br–Br bond. Phenol's –OH group donates its lone pair straight into the ring, making it so electron-rich that it can polarise and attack Br2 on its own, no catalyst required. The result is also different in kind — instant precipitation of 2,4,6-tribromophenol rather than a single monosubstitution product, because the ring is activated enough for multiple substitutions to occur rapidly.

Is Kolbe's reaction the same kind of reaction as the Reimer-Tiemann reaction?

Yes, both are electrophilic substitutions on the highly electron-rich phenoxide ion, both are ortho-selective, and both are run on the phenoxide (not neutral phenol) to maximise ring reactivity. They differ only in the electrophile: Kolbe's reaction uses CO2 under pressure to install a –COOH group, giving salicylic acid, while the Reimer–Tiemann reaction uses dichlorocarbene generated from CHCl3 and NaOH to install a –CHO group, giving salicylaldehyde. Recognising the shared mechanism pattern — activate as phenoxide, attack ortho, acidify to isolate — makes both reactions easy to reconstruct from memory rather than rote-learn.

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