At 7 T, 10 resonances can be resolved, designated here as A to J in alphabetic order from upfield to downfield (
It was assumed that the fatty acids detected here contain either 0, 1, or 2 double bonds. These three types of fatty acids account for ∼97–98% of total fat in humans on ordinary Western diets. Linolenic acid (18:3) is excluded in this simplification, but it contributes only ∼0.5% of the total triglycerides (22 (link)). With this assumption, fsat + fmono + fdi = 1 where fsat, fmono, and fdi refer to the fraction of fatty acids that are saturated, monounsaturated, and doubly unsaturated (or diunsaturated), respectively. The fraction that is diunsaturated, fdi, can be determined directly from the relative area of the resonance of the “bridging” diallylic protons (resonance F), with respect to the resonance of methylene protons α to COO (resonance E):
Once the fdi value is determined, one can evaluate fmono from the relative area of proton resonance α to the double bond by:
The remaining unknown fsat, the fraction of saturated fatty acid, is derived as fsat = 1 − (fmono + fdi).
Assuming that f16C + f18C = 1, the fraction of fatty acids that are 16 carbon versus 18 carbon can be determined from the area of the bulk methylene resonances (-CH2-)n:
The coefficients in front of the individual fractions are: 12 for palmitic acid (16:0), 8 for palmitoleic acid (16:1), 14 for stearic acid (18:0), 10 for oleic acid (18:1), and 7 for linoleic acid (18:2). This analysis is essentially identical to the earlier analysis (20 (link)) with the exception that a term for an unsaturated fat with three double bonds was omitted rather than assuming a low, fixed concentration.