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How to read the NMR spectra

This column provides easy-to-understand explanations about what we can learn from the NMR spectra (chemical shift, integration ratio, coupling)

What we can learn from the NMR spectra

  1. Horizontal axis(chemical shift): Information on the type of functional group and molecule conformation
  2. Integration ratio(signal area ratio): Information on quantities such as composition ratios, mixing ratios, etc.
  3. Splitting pattern(coupling): Information on neighboring atoms

There are three main things that we can learn from the NMR spectra.
The first is information about the horizontal axis, called the chemical shift. The horizontal axis contains information about the type of functional group and molecule conformation . From the position where the spectrum appears (numerical value on the horizontal axis), it is possible to predict what kind of functional group and molecule conformation are contained in the molecule to be measured.
The second is the integration ratio (signal area ratio). By comparing the integral values of each signal, it is possible to compare the number of functional groups contained in a molecule and to obtain information on the mixing ratio of a mixed sample consisting of multiple molecules.
The third is a signal splitting called coupling. The signal is split due to the influence of another nuclear spin existing near the nuclear spin of interest. Figure 1 shows the 1H NMR spectrum of ethanol. The methyl and methylene group signals show that the signal is not a single signal, but is split into multiple signals. Since the splitting pattern of the signal depends on the number and type of other nuclear spins existing nearby, it is possible to predict the substituents contained in the system from the splitting pattern.

Fig.1

Fig.1 1H NMR spectrum of ethanol (CH3CH2OH

Reasons for causing differences in horizontal axis (chemical shift)

Fig. 2

Fig. 2 Difference of strength of shielding the magnetic field

The difference of chemical shift is due to the strength of the magnetic field received (felt) by the nuclear spin we are focusing on.
As shown in Fig 2. depending on the height of the electron density existing near the nuclear spin, the strength of shielding of the magnetic field (the strength of the magnetic field that the nuclear spin receives) varies.
The electron density existing near the nuclear spin depends on the magnitude of the electronegativity of the atoms existing near the nuclear spin of interest.
When an O (oxygen) atom with high electronegativity exists nearby, electrons are attracted by the O atom, the electron density near the nuclear spin of interest decreases, and the magnitude of the magnetic field that the nuclear spin receives becomes greater.
As the electron density near the nuclear spin decreases(shielding becomes lower), the corresponding signal shifts to the left.

Formula of chemical shift (δ) Formula of chemical shift (δ)

Example of chemical shift table of 1H

Fig.3

Fig. 3 Correlation diagram of typical functional groups and 1HNMR signal positions

Figure 3 shows a correlation diagram of typical functional groups and 1HNMR signal positions. In the NMR spectra, the right side is generally called as the high-field side and the left side as the low-field side. The signal appearing at 0 ppm is the signal of the reference material TMS (tetramethylsilane). The chemical shift value is a numerical value that represents the shift from other signals) So, it is necessary to calibrate the reference point with a reference material such as TMS etc. 1H signals from alkyl chains, such as methyl, methylene, and methine, often appear near 1 ppm. And as mentioned above, 1H signals near alcohol and ether groups with neighboring oxygen atoms and 1H signals derived from amino groups with neighboring nitrogen atoms are detected near 3ppm to 4ppm.
The signal appearing near 5 ppm is an alkene-derived 1H signal. Furthermore, 1H signals derived from aromatic rings are observed around 7 ppm, and a signal derived from formyl groups such as aldehydes appears around 9 ppm. Signals derived from carboxyl and phenol groups appear around 11 ppm. The position at which the signal appears allows a rough prediction of the type of functional group.

When performing a structural analysis using NMR, please be careful of heavy water exchange in the case where OH or COH groups are included.
In solution NMR, the sample is dissolved in a heavy solvent for measurement. If the solvent to be used is heavy water or heavy methanol, heavy water exchange occurs between the D(2H) in the solvent molecule and the 1H in the OH or COH groups, and the 1H signal from the OH or COH groups may not be observed.

Integration ratio

Fig.4

Fig.4 1HNMR spectrum of benzyl acetate

The following is a brief introduction to the use of integration ratios. Figure 4 shows the structural formula of benzyl acetate and the 1H spectrum. Looking at the molecular structure of benzyl acetate, we can guess that 1H signals would be observed in three areas related with the CH3 group, the CH2 group, and the aromatic group.
Furthermore, a closer look reveals that benzyl acetate has three 1Hs derived from CH3, two 1Hs derived from CH2, and five 1Hs derived from one substituted aromatic CH. The integration ratio of each signal is calculated to be CH3:CH2:CH = 3:2:5, which indicates that the values predicted from the structure and the actual measured values coincide.
It can also be seen that CH3 is shifted to the left from the area where 1H signal derived from CH3 is often observed (around 1 ppm) due to the influence of the neighboring O atoms.
Examples of the use of integration ratios in mixed samples include the following

  • Relative quantitative evaluation by comparison of integration values of each component
  • Absolute quantitative evaluation using a standard substance of known purity (q-NMR)
  • Calculation of reaction rate by comparison of integration values before and after the reaction

In both examples, it is important to find the signal that is specific to each component and that can be integrated correctly (i.e., not overlapping with other signals).

Coupling and Spin-Spin Coupling Constant "J"

Fig.5

Fig.5 1H NMR spectrum of 2,4 dimethyl pyrimidine

Finally, we introduce couplings. Coupling refers to the interaction between the nuclear spin of interest and another neighboring nuclear spin. In 1D measurements of 1H NMR, the interaction, "coupling" occurs when nuclear spins are in proximity to each other and induces the NMR signal splits. The unit of the splitting width of spin coupling is expressed in Hz. This number is called the spin coupling constant or J-coupling constant (j-value).

Formula for calculating spin coupling constant (J value)

It is also known that the splitting widths have the same j-value when coupled to each other. In the compound in Fig. 5, Ha and Hx are coupled, so the splitting widths of both Ha and Hx have the same value, 6hz.Thus, when a split peak is observed, the j-value information can be used to determine which signals are coupled.

Splitting pattern due to coupling

Let us explain a little more about the splitting pattern caused by coupling. An unsplit signal is called a singlet, denoted by the symbol "s"; a two-divided signal is a doublet, denoted by the symbol "d"; a three-divided signal is a triplet, denoted by the symbol "t"; a triplet has a signal strength ratio of 1:2:1, : A signal that splits into four is a quartet, denoted by the symbol "q." The signal strength ratio for a quartet is 1:3:3:1. Signals with five or more segments are multiplets, indicated by the symbol "m".
Using the 1H NMR spectrum of ethanol as an example, we will explain the splitting of the 1H signal. Focusing on the signal derived from the CH3 group around 1ppm, the number of 1H near by CH3 group is 2 (coupled with CH2 group), so it splits into 2+1=3.
Looking at the signal derived from the CH2 group around 3.5 ppm, the number of 1H near by CH2 group is 3 (coupled with CH3 group), which splits into 3+1=4.
Because the OH signal around 5ppm is not coupled to the near by 1H, it does not split and is in the singlet state. Basically, we can see that the signal splits into the "n+1", "n" means the number of nuclei spins positioning around the nuclear spin of interest.

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