Proton NMR Solver

Last updated: June 2026

Use this Proton NMR Solver to practise 1H NMR integration, splitting, chemical shift and structure deduction for common A-Level and Singapore H2 Chemistry questions.

Key takeaway: A proton NMR spectrum is solved by combining the molecular formula, number of signals, integration, splitting and chemical shift. A single clue rarely proves a structure.
Scope: This is an exam-style learning tool. It organises peak-table evidence and suggests patterns, but it does not replace professional spectrum-prediction software.

How the Proton NMR Spectrum Helper works

Enter the chemical shift, multiplicity, integration and coupling constant for each signal. The helper scales integrations, explains simple n + 1 splitting, suggests likely proton environments and draws a simplified stick spectrum.

Peak data can also be pasted in forms such as:

7.10–7.35 m 5H
4.10 q 2H J=7
1.25 t 3H J=7

How to solve a proton NMR spectrum

Begin with the molecular formula and calculate the degree of unsaturation. Then count the signals, scale the integration ratio, interpret the splitting pattern and finally use chemical shift to identify the likely proton environments.

Recommended exam workflow
  1. Calculate degree of unsaturation from the molecular formula.
  2. Count the number of different proton environments.
  3. Scale the integration ratio to the total number of hydrogen atoms.
  4. Use splitting to identify neighbouring non-equivalent protons.
  5. Use chemical shift to decide which functional groups fit.
  6. Check that one proposed structure explains every signal.

Proton NMR integration

Integration gives the relative number of protons responsible for each signal. For example, a ratio of 3:2:1 can represent 3H, 2H and 1H when the molecular formula contains six hydrogen atoms.

Exam trap: Integration initially gives a ratio. Use the molecular formula before treating the numbers as actual proton counts.

Proton NMR splitting and the n + 1 rule

In simple first-order spectra, a set of protons with n adjacent non-equivalent protons is split into n + 1 lines. Equivalent protons do not normally split one another.

Adjacent non-equivalent protonsExpected pattern
0Singlet
1Doublet
2Triplet
3Quartet
4Quintet
5Sextet
6Septet

Approximate proton NMR chemical shifts

Approximate δ / ppmCommon environment
0.8–1.5Simple alkyl H
1.5–3.0Allylic, benzylic or next to C=O
3.0–4.5On carbon next to O, N or halogen
4.5–6.5Alkene H
6.5–8.5Aromatic H
9.0–10.0Aldehyde H
10.0–13.0Carboxylic acid O–H
Important: Chemical-shift ranges overlap. Solvent, concentration, hydrogen bonding and nearby groups can move a signal.

Useful patterns to recognise

An ethyl group often gives a 3H triplet and a 2H quartet with similar coupling constants. An isopropyl group often gives a 6H doublet and a 1H septet. A 3H singlet near 2 ppm can indicate CH3CO, while a signal near 9–10 ppm strongly suggests an aldehyde proton.

Worked pattern: ethyl ethanoate

Ethyl ethanoate, CH3COOCH2CH3, commonly gives a 3H singlet near 2.0 ppm, a 2H quartet near 4.1 ppm and a 3H triplet near 1.2 ppm. The quartet and triplet reveal an ethyl group, while the downfield CH2 signal shows that it is attached to oxygen.

Common proton NMR exam traps

Trap 1: Adjacent non-equivalent protons cause splitting, not every proton in the molecule.
Trap 2: O–H and N–H signals may be broad and may not follow simple splitting rules because proton exchange can occur.
Trap 3: Residual solvent peaks, such as CHCl3 near 7.26 ppm in CDCl3, are not part of the compound.

Frequently asked questions

Can this solver identify a unique structure?

It can recognise strong patterns and suggest plausible candidates, but the final structure must satisfy the molecular formula and all available evidence, including IR or mass spectrometry when provided.

Why can an integration ratio contain decimals?

Raw integration values are measured areas and may not be exact whole numbers. Divide by the smallest value and then scale to a sensible whole-number ratio.

Why do some signals not follow the n + 1 rule?

The n + 1 rule assumes simple first-order coupling. Overlapping signals, non-equivalent neighbouring groups, exchangeable protons and more complex spin systems can produce different patterns.

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