Understanding Combustion Analysis
Combustion analysis works on a simple principle: complete oxidation. When an organic compound burns in excess oxygen, carbon converts to CO₂ and hydrogen converts to H₂O. By collecting and weighing these products, you can back-calculate the mass of each element in the original sample.
The method assumes complete combustion—all carbon and hydrogen are captured, and any oxygen in the compound stays bound to the products. This makes it one of the most reliable techniques for determining empirical formulas, especially for compounds containing only C, H, and O.
Industrial laboratories and research institutions rely on combustion analysis for:
- Verifying the purity of synthesized compounds
- Identifying unknown organic substances
- Quality control in pharmaceutical manufacturing
- Determining structural composition when other methods are unavailable
Calculating Element Masses from Combustion Products
Once you have the mass of CO₂ and H₂O from the combustion apparatus, extract the individual element masses using stoichiometry and molar weights.
Mass of C = (mass of CO₂) × (12.01 ÷ 44.01)
Mass of H = (mass of H₂O) × (2 × 1.008 ÷ 18.02)
Mass of O = Sample mass − Mass of C − Mass of H
Mass of CO₂— Total carbon dioxide collected from burning the sample, measured in gramsMass of H₂O— Total water vapour produced during combustion, measured in gramsSample mass— Initial mass of the organic compound before combustion, in gramsMolar mass— The molecular weight of the unknown compound, needed to find the molecular formula
From Moles to Empirical Formula
After calculating masses, convert each to moles by dividing by the atomic weight (C: 12.01, H: 1.008, O: 16.00). Then find the smallest whole-number ratio by dividing all mole counts by the smallest value.
This ratio gives the empirical formula—the simplest whole-number representation of element proportions. For example, if you calculate 1.0 mol C, 2.5 mol H, and 0.5 mol O, divide by 0.5 to get C₂H₅O.
The empirical formula is not necessarily the molecular formula. Benzene (C₆H₆) and acetylene (C₂H₂) both have the empirical formula CH, but their molecular formulas differ. This is where the molar mass becomes essential.
Deriving the Molecular Formula
With the empirical formula and the compound's true molar mass, calculate the empirical formula mass by summing the atomic weights of all atoms in the empirical formula.
Then divide the given molar mass by the empirical formula mass:
- If the result is 1, the empirical and molecular formulas are identical
- If the result is 2, 3, or higher, multiply all subscripts in the empirical formula by that integer
For instance, if the empirical formula is CH₂O (mass = 30 g/mol) and the true molar mass is 180 g/mol, the multiplier is 180 ÷ 30 = 6, giving C₆H₁₂O₆ (glucose).
Common Pitfalls in Combustion Analysis
Avoid these frequent errors when working through combustion data.
- Forgetting to account for all sample mass — If the sample contains oxygen, you cannot simply add the masses of C and H. Always subtract them from the original sample mass to find oxygen content. Neglecting this gives an incorrect empirical formula.
- Confusing empirical with molecular formula — The empirical formula is the simplest ratio, not necessarily the actual formula. Always use molar mass to check whether you need to multiply the subscripts. Many students stop at the empirical formula and miss the final step.
- Rounding mole ratios too early — Keep at least three decimal places during mole calculations. Only round the final subscripts in the empirical formula to whole numbers. Premature rounding can distort the ratio and produce incorrect formulas.
- Mishandling hydrocarbon-only samples — For pure hydrocarbons with no oxygen, you cannot determine O atoms from combustion data alone. The calculator handles this differently—do not try to manually calculate oxygen mass for compounds you know contain only C and H.