1H NMR spectra: peak splitting (coupling)

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Last updated 3:00 PM on 10/5/26
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6 Terms

1
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Peak splitting in the 1H NMR of paracetamol

Hydrogens that are in equivalent environments give the same signal

  • So for paracetemol there are 5 peaks

  • But 2 of these peaks look more like 2 peaks than one


<p>Hydrogens that are in equivalent environments give the same signal</p><ul><li><p>So for paracetemol there are 5 peaks</p></li><li><p>But 2 of these peaks look more like 2 peaks than one</p></li></ul><p></p>
2
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Peak splitting in 1H NMR

Coupling is most commonly seen between non-equivalent hydrogens that are separated by 3 bonds (through bonds, not space)

The presence of the neighbouring hydrogen (H2) and which spin state it occupies leads to a small change in the magnetic field experienced by H1 – and so can affect delta E causing it to change giving multiple values for delta E

<p>Coupling is most commonly seen between non-equivalent hydrogens that are separated by 3 bonds (through bonds, not space)</p><p>The presence of the neighbouring hydrogen (H<sub>2</sub>) and which spin state it occupies leads to a small change in the magnetic field experienced by H<sub>1</sub> – and so can affect delta E causing it to change giving multiple values for delta E</p>
3
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Peak splitting with one adjacent hydrogen

When a hydrogen (environment) is adjacent to a single proton this creates 2 energy levels and hence the peak will split in 2 equal parts - this given 2 peaks, a doublet, with a ratio of 1:1

<p>When a hydrogen (environment) is adjacent to a single proton this creates 2 energy levels and hence the peak will split in 2 equal parts - this given 2 peaks, a doublet, with a ratio of 1:1</p>
4
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Peak splitting with 2 adjacent hydrogen

When a hydrogen (environment) is adjacent to 2 protons this creates 3 energy levels: up, up; up, down (and down, up); down, down

The central energy level contains 2 equivalent states (up, down and down, up) and therefore the peak has twice the magnitude of the other 2 (it’s twice as likely to occur)

This gives 3 peaks, a triplet, with a ration of 1:2:1

<p>When a hydrogen (environment) is adjacent to 2 protons this creates 3 energy levels: up, up; up, down (and down, up); down, down</p><p>The central energy level contains 2 equivalent states (up, down and down, up) and therefore the peak has twice the magnitude of the other 2 (it’s twice as likely to occur)</p><p>This gives 3 peaks, a triplet, with a ration of 1:2:1</p>
5
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Peak splitting with 3 adjacent hydrogen

When a hydrogen (environment) is adjacent to 3 protons this creates 4 energy levels

The central energy levels are the result of 3 equivalent states (up, up, down; up, down, up; down, up, up) and therefore the peaks have 3 times the magnitude of the other two

This gives four peaks, a quartet (or quadruplet), with a ratio of 1:3:3:1

One single peak (a singlet) means that the hydrogen environment is not next to any other hydrogens (there is only one delta E as it is not perturbed by nearby 1H)

<p>When a hydrogen (environment) is adjacent to 3 protons this creates 4 energy levels</p><p>The central energy levels are the result of 3 equivalent states (up, up, down; up, down, up; down, up, up) and therefore the peaks have 3 times the magnitude of the other two</p><p>This gives four peaks, a quartet (or quadruplet), with a ratio of 1:3:3:1</p><p>One single peak (a singlet) means that the hydrogen environment is not next to any other hydrogens (there is only one delta E as it is not perturbed by nearby <sup>1</sup>H)</p>
6
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Peak splitting summary table

Splitting can be predicted using the ‘n+1’ rule (n = number of hydrogens on neighbouring C)

number of peaks = number of neighbouring hydrogens + 1

<p>Splitting can be predicted using the ‘n+1’ rule (n = number of hydrogens on neighbouring C)</p><p>number of peaks = number of neighbouring hydrogens + 1</p>