Whole body protein kinetics using Phe and Tyr tracers: an evaluation of the accuracy of approximated flux values

Citation
Kr. Short et al., Whole body protein kinetics using Phe and Tyr tracers: an evaluation of the accuracy of approximated flux values, AM J P-ENDO, 39(6), 1999, pp. E1194-E1200
Citations number
18
Categorie Soggetti
Endocrinology, Nutrition & Metabolism
Journal title
AMERICAN JOURNAL OF PHYSIOLOGY-ENDOCRINOLOGY AND METABOLISM
ISSN journal
01931849 → ACNP
Volume
39
Issue
6
Year of publication
1999
Pages
E1194 - E1200
Database
ISI
SICI code
0193-1849(199906)39:6<E1194:WBPKUP>2.0.ZU;2-9
Abstract
Phenylalanine (Phe) kinetics are increasingly used in studies of amino acid kinetics, because the metabolic fate of Phe is limited to incorporation in to protein (protein synthesis, S-p) and catabolism via hydroxylation (Q(pt) ) to tyrosine (Tyr). Besides an infusion of labeled Phe to measure Phe flux (Q(p)), a priming dose of Tyr and an independent Tyr tracer are used to me asure Tyr flux (Q(t)) and Q(pt). Alternatively, Q(t), Q(pt), and S-p can be approximated by using equations, based on Phe and Tyr concentrations in bo dy proteins, that eliminate the need for a Tyr tracer. To evaluate the accu racy of this approach, data were obtained from 12 type I diabetic patients and 24 nondiabetic control subjects who were studied with the full compleme nt of tracers both with and without insulin infusion. S-p approximations cl osely matched measured values in both groups (mean difference <2%, all valu es <5%), but the agreement was poor for Q(pt) terror range = -8 to +43%) an d Q(t) terror range -22 to + 41%). Insulin status had no effect on these co mparisons. The lower approximation error for S-p vs. Q(pt) is due to the sm all contribution (similar to 10%) of Q(pt) to Q(p). Approximation error for Q(pt) (r > 0.99) can be explained by variability in the ratio of Tyr to Ph e coming from protein breakdown, (Q(t) - Q(pt))/Q(p). Ideally, all fluxes s hould be directly measured, but these data suggest that whole body S-p can be approximated with an acceptably small margin of error. However, the same equations do not yield reliably accurate values for Q(pt) or Q(t).