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Chemistry · Lesson

Amines and other nitrogen-containing compounds

Classify nitrogen by its actual attachments, charge and lone-pair context. Relate a specified conjugate-acid constant to solution fractions without assuming every nitrogen group has the same basicity.

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By the end, you can

  • Count organic groups directly attached to amine nitrogen.
  • Distinguish amines, amides, nitriles, imines and nitro motifs.
  • Compare pyridine-like and pyrrole-like lone-pair roles.
  • Calculate buffered protonation fractions and a matched proton-transfer equilibrium.
01

Count substituents on nitrogen rather than carbon

For ordinary neutral amines, primary, secondary and tertiary mean one, two and three organic groups directly attached to N. Methanamine CH₃NH₂, dimethylamine (CH₃)₂NH and trimethylamine (CH₃)₃N illustrate the sequence. Their selected N has three ordinary bonds and one lone pair. The substituted carbon’s own degree is a different label.

Thus tert-butylamine (CH₃)₃CNH₂ is a primary amine: nitrogen has one carbon-group attachment even though that carbon has three carbon neighbours. A quaternary ammonium ion R₄N⁺ has four organic groups, four ordinary bonds and no nitrogen lone pair. Protonated R₃NH⁺ still has three organic groups plus H; it is the conjugate acid of a tertiary amine rather than an R₄N⁺ quaternary organic-substitution example.

02

A nitrogen symbol alone does not identify an amine

An amide N is directly attached to an acyl carbon, as CH₃CONH₂. A nitrile has C≡N, an imine a C=N motif, and a nitro group has the familiar ordinary contributor C–N⁺(=O)–O⁻. That nitro contributor’s N⁺ and O⁻ charges must both remain visible even though the whole selected nitromethane molecule is neutral.

These motifs have different electronic contexts. A lone pair’s availability depends on conjugation and the relevant orbital system; the mere presence of nitrogen or nonbonding electrons does not fix pK_a, nucleophilicity or a preferred protonation site. Formal charge, atomic oxidation state and a partial-charge distribution remain different quantities.

03

Ask whether a lone pair belongs to the aromatic system

In the ordinary neutral pyridine model, N supplies one electron to the six-electron aromatic π system while its lone pair is outside that system. For pyrrole, the nitrogen pair supplies two of the six π electrons. Using that pair for a different bond changes its electronic context, so a generic all-nitrogen basicity rule misses the distinction.

A selected neutral imidazole tautomer contains one pyridine-like and one pyrrole-like nitrogen role. Which atom bears the H is part of the tautomer’s identity. Actual protonation and basicity depend on solvent, temperature, substituents and the relevant conjugate-acid equilibrium. Do not transfer one tabulated ranking to every medium or confuse basicity, an equilibrium property, with nucleophilic reaction rate.

04

A conjugate-acid pKₐ describes the specified equilibrium

For B+H⁺⇌BH⁺, define acid dissociation of BH⁺ as K_a=a_B a_H⁺/a_BH⁺. Under stipulated compatible ideal dilute aqueous activities and externally buffered pH, c_B/c_BH⁺=10^(pH−pK_a,BH⁺). With only these two forms, f_BH⁺=1/[1+10^(pH−pK_a,BH⁺)].

The original toy sets pK_a,BH⁺=9.00 for an unnamed monobasic species at fixed medium and temperature. This is the conjugate acid’s pK_a, not the acidity of an N–H bond in neutral B. At pH 7.00, 9.00 and 11.00, the protonated fractions are about 0.9901, 0.5000 and 0.009901. Additional ionization, binding, nonideal activities or an unbuffered solution would need further balances.

The neutral and conjugate-acid fractions sum to one

Fraction of the two-form total

Original unnamed monobasic B/BH⁺ toy with stipulated conjugate-acid pK_a=9.00, compatible ideal dilute aqueous activities, externally buffered pH and fixed medium/temperature. Only two forms are counted. Markers distinguish both fractions; the dashed curve draws protonated BH⁺. No real named-amine pK_a, additional ionization, binding or rate is represented.789101100.250.50.751

Externally buffered pH

  • Protonated BH⁺
  • Neutral B
  • — Protonated fraction in the stipulated model
Underlying data
Externally buffered pHFraction of the two-form total
70.9900990099009901 · Protonated BH⁺
7.50.9693465699682844 · Protonated BH⁺
80.9090909090909091 · Protonated BH⁺
8.50.7597469266479578 · Protonated BH⁺
90.5 · Protonated BH⁺
9.50.2402530733520421 · Protonated BH⁺
100.09090909090909091 · Protonated BH⁺
10.50.030653430031715508 · Protonated BH⁺
110.009900990099009901 · Protonated BH⁺
70.00990099009900991 · Neutral B
7.50.03065343003171561 · Neutral B
80.09090909090909094 · Neutral B
8.50.24025307335204216 · Neutral B
90.5 · Neutral B
9.50.759746926647958 · Neutral B
100.9090909090909091 · Neutral B
10.50.9693465699682845 · Neutral B
110.9900990099009901 · Neutral B

Original unnamed monobasic B/BH⁺ toy with stipulated conjugate-acid pK_a=9.00, compatible ideal dilute aqueous activities, externally buffered pH and fixed medium/temperature. Only two forms are counted. Markers distinguish both fractions; the dashed curve draws protonated BH⁺. No real named-amine pK_a, additional ionization, binding or rate is represented.

05

Combine acid constants only in matched conventions

For an invented matched pair HA and BH⁺, the transfer HA+B⇌A⁻+BH⁺ has K=K_a,HA/K_a,BH⁺=10^(pK_a,BH⁺−pK_a,HA). A larger value favours the products at equilibrium under those reference conventions; it supplies no reaction speed.

With the stipulated pK_a values 4.50 and 9.00, K≈31622.8. In a separate ideal equal-initial HA/B model with no initial products and neglected other equilibria, K=x²/(c−x)², so the converted fraction x/c=√K/(1+√K)≈0.994408. Those invented constants are not assigned to the separately recognizable named net CH₃COOH+CH₃NH₂⇌CH₃COO⁻+CH₃NH₃⁺; that equation illustrates nuclear and charge accounting, not claimed measured values for its species.

Worked examples

Keep nitrogen degree separate from the attached carbon

Compare tert-butylamine (CH₃)₃CNH₂ and trimethylamine (CH₃)₃N.

  1. For tert-butylamine, N directly joins one carbon group and two H.
  2. The carbon next to that N has three carbon neighbours, but those are not three separate N attachments.
  3. For trimethylamine, N directly joins three methyl groups and no H.

Primary amine and tertiary amine, respectively. Their names do not give their equilibrium basicity order in every solvent.

Use the conjugate-acid constant at buffered pH

For the unnamed pK_a,BH⁺=9.00 toy, find protonated fraction at pH 7.00, 9.00 and 11.00.

  1. B/BH⁺ ratios are 10⁻², 1 and 10².
  2. Compute f_BH⁺=1/(1+ratio).
  3. Fractions are approximately 0.990099, 0.500000 and 0.00990099.

About 99.0%, 50.0% and 0.990% protonated at the three stipulated buffered pH values.

Check equilibrium conversion without inferring time

Use the invented matched pK_a values 4.50 for HA and 9.00 for BH⁺ in the stated equal-initial model.

  1. K = 10^(9.00 − 4.50) = 10^4.50 ≈ 31622.8.
  2. √K≈177.828.
  3. x / c = 177.828 / (1 + 177.828) ≈ 0.994408.

Approximately 99.44% equilibrium conversion within this separate ideal model. A rate constant and elapsed-time claim remain unspecified.

Try it yourself

  1. How many ordinary N lone pairs are present in the selected R₄N⁺ quaternary ammonium representation?

    Show the answer and reasoning

    Zero.

    Four ordinary σ bonds and net +1 at nitrogen leave no N lone pair in that representation.

  2. Can the ordinary nitro contributor C–N(=O)–O be drawn with both shown charges omitted while preserving its Lewis claim?

    Show the answer and reasoning

    No.

    The stated contributor requires N⁺ and singly bonded O⁻, even when its whole molecule is neutral.

  3. Does pK_a,BH⁺=9.00 refer to dissociation of neutral B’s N–H bond?

    Show the answer and reasoning

    No.

    It refers to BH⁺⇌B+H⁺ in the stipulated acid-equilibrium convention.

  4. In the two-form buffered toy, what are the neutral and protonated fractions at pH=pK_a,BH⁺?

    Show the answer and reasoning

    Each is one-half.

    Their concentration ratio is one and the two fractions sum to one.

What to carry forward

  • Count organic attachments at nitrogen itself.
  • Preserve formal charges in nitrogen-group drawings.
  • Identify the relevant lone-pair orbital context.
  • Name the conjugate acid when quoting an amine pK_a.
  • Equilibrium favourability does not supply a reaction time.

References

Teaching resources and reference material supporting this lesson’s explanations and examples.

  1. Unit9: AminesNational Council of Educational Research and Training (institutional textbook authorship; individual development committee not inspected)Source · PDFncert.nic.inRead source
  2. Chemistry, properties and reactivity of aminesWilliam ReuschSourcewww2.chemistry.msu.eduRead source
  3. OpenStax, Rice University3 sources
    1. 24.3 Basicity of aminesJohn McMurrySourceopenstax.orgRead source
    2. 15.5 Aromatic heterocyclesJohn McMurrySourceopenstax.orgRead source
    3. 21.7 Chemistry of amidesJohn McMurrySourceopenstax.orgRead source
  4. Blue Book P-33: Characteristic groups, suffixes and ionsHenri A. Favre; Warren H. Powell (prepared for publication); G. P. Moss (HTML preparation)Sourceiupac.qmul.ac.ukRead source