NMR Visualizer
Nuclear Magnetic Resonance — Interactive Learning Resource
A structured introduction to Nuclear Magnetic Resonance spectroscopy — from fundamental physics to practical structure elucidation. Expand each section to explore.
Part A NMR: What, How & Why |
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What is NMR?
Nuclear Magnetic Resonance (NMR) spectroscopy is the single most powerful analytical tool available to chemists for determining the structure of organic molecules in solution. It exploits the magnetic properties of certain atomic nuclei — most importantly ¹H (proton) and ¹³C — to produce detailed information about the connectivity, environment, and quantity of each atom in a molecule.
The Physics: Nuclear Spin
Nuclei with an odd mass number or odd atomic number possess a property called nuclear spin (quantum number I ≠ 0). A spinning charged particle generates a tiny magnetic dipole moment — the nucleus behaves like a microscopic bar magnet.
For ¹H and ¹³C, I = ½, giving two allowed spin states: α (spin +½, low energy, aligned with field) and β (spin −½, high energy, opposing field).
where γ is the gyromagnetic ratio (unique per nucleus), ℏ is the reduced Planck constant, and B₀ is the applied magnetic field strength.
How NMR Works: The Experiment
| ▸ | Step 1 — Alignment: The sample is placed in a strong external magnetic field B₀ (typically 4.7–23 T). Nuclei align either with or against the field. |
| ▸ | Step 2 — Excitation: A radiofrequency (RF) pulse at the Larmor frequency tilts the net magnetization into the transverse plane. |
| ▸ | Step 3 — Detection (FID): As nuclei precess and relax back to equilibrium, they emit an RF signal — the Free Induction Decay (FID). |
| ▸ | Step 4 — Fourier Transform: The FID (time domain) is converted by FT into the NMR spectrum (frequency domain) showing peaks at characteristic chemical shifts. |
Why NMR?
NMR provides information that no other single technique can match:
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NMR tells you
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Other techniques
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Part B ¹H-NMR — Proton NMR |
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Chemical Shift (δ)
The chemical shift δ (in ppm) describes where a peak appears on the frequency axis, relative to TMS (tetramethylsilane, set at 0.00 ppm). It reflects the electronic environment of the proton: electron-withdrawing groups reduce shielding → higher δ (downfield shift); electron-donating groups increase shielding → lower δ (upfield).
| 12 | 10 | 9 | 7 | 5 | 3 | 2 | 0 ppm |
| ● ~10–12 ppm — COOH, CHO | ● ~6–8 ppm — Ar–H, vinyl | ● ~3–5 ppm — O–CH, N–CH, CCl | ● ~0–3 ppm — alkyl, alicyclic |
| Proton type | δ range (ppm) | Example |
|---|---|---|
| TMS reference | 0.00 | (CH₃)₄Si |
| Alkyl CH₃ | 0.7–1.3 | Ethane, propane |
| Allylic / propargylic | 1.6–2.5 | Toluene CH₃ |
| α to carbonyl | 2.0–2.7 | Acetone, acetaldehyde |
| N–CH | 2.2–2.9 | Amine, amide |
| O–CH₃, O–CH₂ | 3.3–4.0 | Methanol, ether |
| Vinyl (C=C–H) | 4.5–6.5 | Styrene CH=CH₂ |
| Aromatic Ar–H | 6.5–8.5 | Benzene, toluene |
| Aldehyde CHO | 9.4–10.0 | Benzaldehyde |
| Carboxylic COOH | 10.5–12.5 | Acetic acid |
Integration
In ¹H-NMR, the area under each peak is proportional to the number of equivalent protons producing it. Integration is expressed as relative ratios. For ethanol (CH₃CH₂OH): the ratio is approximately 3:2:1 for CH₃:CH₂:OH protons.
Multiplicity — The n+1 Rule
Protons on adjacent carbons couple with each other through bonds, splitting peaks into multiplets. A proton with n equivalent neighbors appears as an n+1 multiplet:
Classic example — ethanol:
| ▸ | CH₃ has 2 CH₂ neighbors → triplet (2+1=3) |
| ▸ | CH₂ has 3 CH₃ neighbors → quartet (3+1=4) |
| ▸ | OH in CDCl₃ → usually broad singlet (fast exchange) |
Typical vicinal (³J) coupling: 6–8 Hz for freely rotating sp³ C–C; aromatic ortho H: 7–9 Hz; trans alkene: 12–18 Hz; cis alkene: 6–12 Hz.
Solvents
NMR solvents must not contain ¹H. Most common: CDCl₃ (residual peak at δ 7.26 ppm), DMSO-d₆ (δ 2.50), D₂O (δ 4.79), CD₃OD (δ 3.31).
Part C ¹³C-NMR — Carbon NMR |
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Why ¹³C?
Carbon is the backbone of every organic molecule, yet ¹²C (99% natural abundance) is NMR-silent (I = 0). The ¹³C isotope (I = ½, 1.1% abundance) is NMR-active but its low abundance and smaller gyromagnetic ratio (γ) make it ~6000× less sensitive than ¹H. Modern instruments compensate with signal averaging and the Nuclear Overhauser Effect (NOE).
Wider Chemical Shift Range (0–220 ppm)
¹³C shifts span a much broader range than ¹H, making peaks less likely to overlap. The range reflects the carbon's bonding and oxidation state:
| Carbon type | δ range (ppm) | Example |
|---|---|---|
| Alkyl C (sp³) | 0–50 | Cyclohexane (~27), ethane |
| C–halogen, C–O (sp³) | 30–90 | CHCl₃, ethanol C–O |
| Alkyne C≡C | 65–90 | Phenylacetylene |
| Aromatic C (sp²) | 110–160 | Benzene (~128) |
| Alkene C=C | 100–150 | Styrene (~113, ~137) |
| Nitrile C≡N | 115–120 | Acetonitrile (~117) |
| Ester / carbamate C=O | 155–175 | Ethyl acetate (~171) |
| Carboxylic acid C=O | 175–185 | Acetic acid (~178) |
| Aldehyde CHO | 190–205 | Benzaldehyde (~190) |
| Ketone C=O | 195–215 | Acetone (~206), cyclohexanone |
Broadband-Decoupled ¹³C-NMR
In routine ¹³C spectra, all H–C couplings are eliminated by simultaneously irradiating all ¹H frequencies (broadband decoupling). This produces clean singlets for every chemically distinct carbon — one peak = one unique carbon environment. No integration ratios are directly meaningful (NOE enhancement varies).
DEPT (Distortionless Enhancement by Polarization Transfer)
DEPT experiments distinguish C, CH, CH₂, and CH₃ by the phase and presence/absence of signals:
| ▸ | DEPT-135: CH and CH₃ point up (positive); CH₂ points down (negative); quaternary C absent. |
| ▸ | DEPT-90: Only CH carbons appear. |
| ▸ | DEPT-45: All C–H carbons appear (CH, CH₂, CH₃) with positive phase. |
By comparing DEPT-135 and the broadband-decoupled spectrum, quaternary carbons (e.g. C=O, C quaternary in rings) can be identified as peaks present in the full spectrum but absent in DEPT.
Part D Comparison & Applications |
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¹H vs ¹³C: Side-by-Side
| Property | ¹H-NMR | ¹³C-NMR |
|---|---|---|
| Natural abundance | 99.98% | 1.1% |
| Relative sensitivity | 1 (reference) | ~1/6000 |
| Chemical shift range | 0–15 ppm | 0–220 ppm |
| Integration | Quantitative (direct) | Non-quantitative (routine) |
| Multiplicity (routine) | Yes — n+1 rule | No (broadband decoupled) |
| Peaks per compound | # unique H environments | # unique C environments |
| Key info | H count, coupling, stereochem | C skeleton, carbonyl type |
| Best for | Connectivity, quantity of H | Carbon framework, C=O type |
Structure Elucidation Workflow
| ▸ | Step 1: Obtain molecular formula (from MS). Calculate Hydrogen Deficiency Index (HDI = (2C+2+N−H−X)/2). |
| ▸ | Step 2: Examine ¹³C — how many unique carbons? Any carbonyl peaks (155–220 ppm)? |
| ▸ | Step 3: Use DEPT to classify each carbon (CH, CH₂, CH₃, C). |
| ▸ | Step 4: Read ¹H shifts for functional group identification (aromatic? aldehyde? OH?). |
| ▸ | Step 5: Use coupling patterns and J values to establish connectivity (which protons are on adjacent carbons). |
| ▸ | Step 6: Use integration to count protons per environment. |
| ▸ | Step 7: Assemble fragments and confirm against spectral data. |
Real-World Applications
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Pharmaceutical Industry Identity and purity testing of APIs; polymorph characterization; metabolite identification; in vivo MRI contrast agents. |
Food & Agriculture Adulteration detection (e.g. honey, olive oil); metabolomics of plant extracts; quality control of beverages. |
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Materials Science Polymer structure and degree of polymerization; solid-state NMR for catalysts and minerals. |
Natural Products Complete structure determination of complex alkaloids, terpenoids, and antibiotics — the gold standard method. |
Select a compound |
Select a compound from the list to view its ¹H-NMR spectrum. |
Select a compound |
Select a compound from the list to view its ¹³C-NMR spectrum. |