4.9.1Unit 4. Rates, Equilibria and Further Organic Chemistry
High Resolution Mass Spectrometry — IAL Edexcel Linear (Chemistry) Revision Notes & Topical Questions
5 min read 5 parts Lesson 51 of 56 Unit quiz
Part 1 of 5Precise Masses

Low resolution instruments give masses to the nearest whole number, whereas high resolution instruments measure to several decimal places.
Mass defect
- Isotopic masses are not whole numbers, except for carbon-12 which is defined as exactly 12.0000.
Different values
- Hydrogen is 1.0078, nitrogen-14 is 14.0031 and oxygen-16 is 15.9949, so each combination of atoms has a unique precise mass.
Resolution
- High resolution mass spectrometry can distinguish ions with the same nominal mass but different molecular formulae.
Output
- The molecular ion peak is quoted to four decimal places and compared with calculated masses for candidate formulae.
Part 2 of 5Working Out the Formula
The molecular ion peak gives the relative molecular mass of the compound.
1
Identify the molecular ion, M⁺, which is the peak at the highest m/z value with a significant intensity.
2
List possible molecular formulae that have the same nominal mass.
3
Calculate the precise mass of each candidate by adding the isotopic masses of its atoms.
4
Choose the formula whose calculated mass is closest to the measured value from the spectrum.
Part 3 of 5Fragmentation and Practical Points
Fragmentation and Practical Points
Fragment ions
- High energy bombardment breaks the molecular ion into fragments, and their m/z values suggest the structure.
Common losses
- A loss of 15 suggests CH₃, a loss of 29 suggests C₂H₅ or CHO, and a loss of 17 suggests OH.
Sample
- Only a very small sample is needed, and the substance is vaporised and ionised in the instrument.
Limits
- Isomers have identical precise masses, so the technique alone cannot tell apart different structures with the same formula.
Part 4 of 5Worked Example
Question
- A compound has a molecular ion at m/z 60.0210.
- Which formula fits: C₂H₄O₂, C₃H₈O or CH₄N₂O?
- Use C = 12.0000, H = 1.0078, N = 14.0031, O = 15.9949.
- C₂H₄O₂2 × 12.0000 + 4 × 1.0078 + 2 × 15.9949 = 24.0000 + 4.0312 + 31.9898 = 60.0210.
- C₃H₈O36.0000 + 8.0624 + 15.9949 = 60.0573.
- CH₄N₂O12.0000 + 4.0312 + 28.0062 + 15.9949 = 60.0323.
Answer C₂H₄O₂, whose calculated precise mass of 60.0210 matches the measured value.
Part 5 of 5Exam Checklist & Tips
4.9.1 – Key Points for the Exam
- Molecular ion Ion formed when the whole molecule loses one electron.
- Nominal mass Relative mass rounded to a whole number.
- Precise mass Mass measured to several decimal places.
- m/z Mass-to-charge ratio of an ion.
Common Mistakes
- Using whole number masses to distinguish between formulae with the same nominal mass.
- Taking the largest peak rather than the highest m/z peak as the molecular ion.
- Forgetting that isomers give identical precise masses.
- Using average relative atomic masses from the periodic table for precise mass.
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