COMPLEX ANALYTE-DEPENDENT AND ANALYTE-INDEPENDENT INTERFERENCES WITH CONJUGATED BILIRUBIN IN THE ENZYMATIC PHENOL-AMINOPHENAZONE PEROXIDASE(PAP) METHOD FOR CREATININE DETERMINATION
Cd. Eng et al., COMPLEX ANALYTE-DEPENDENT AND ANALYTE-INDEPENDENT INTERFERENCES WITH CONJUGATED BILIRUBIN IN THE ENZYMATIC PHENOL-AMINOPHENAZONE PEROXIDASE(PAP) METHOD FOR CREATININE DETERMINATION, European journal of clinical chemistry and clinical biochemistry, 31(12), 1993, pp. 839-850
Although bilirubin interferes with the enzymatic assays for creatinine
, neither a consensus of the degree of interference nor the mechanism
has been established. Using multiple regression analysis, we demonstra
te that the interference is negative and caused by both analyte-depend
ent and analyte-independent mechanisms. Furthermore, the correlative m
odel includes terms non-linear with respect to creatinine. In the kine
tic creatinine phenol-aminophenazone peroxidase method, there are anal
yte-dependent and analyte independent mechanisms at work. The multivar
iate equation is: Crea' = 0.9879 Crea - 0.4524 Bili - 0.000828 Crea x
Bili + 2.094 x 10(-7) Crea(2) x Bili + 5.0 (Crea' = measured creatinin
e (mu mol/l), Crea = true creatinine (mu mol/l), and Bili = conjugated
bilirubin (mu mol/l)). The endpoint mode was affected less than the k
inetic mode and exhibited different relationships in which two models
describe the interference equally well. One is strictly analyte-depend
ent: Crea' = 0.9991 Crea - 0.00203 Crea x Bili + 2.390 x 10(-6) Crea(2
) x Bili - 1.464 x 10(-9) Crea(3) x Bili + 3.261 x 10(-13) Crea(4) x B
ili - 9.9. The other is a complex combined analyte-dependent and analy
te-independent: Crea' = 0.9834 Crea - 0.00680 Crea x Bili + 2.477 x 10
(-7) Crea(2) x Bili - 3.233 x 10(-7) Crea x Bili(2) + 0.4652 Bili - 0.
000458 Bili(2) + 12.2. These models are valid for creatinine concentra
tions up to 2200 mu mol/l (24.9 mg/dl) and bilirubin up to 660 mu mol/
l (38.6 mg/dl). The interference increases with increments of either b
ilirubin or creatinine. In addition, we found that unconjugated biliru
bin interferes differently from conjugated bilirubin in degree and mec
hanism. Model building, contour plots, surface plots, and possible mec
hanisms are discussed. We propose multiple regression analysis as the
proper way to evaluate interferences because analyte-dependence can be
easily missed by simple regression analysis. True creatinine concentr
ations can be estimated despite the interference from conjugated bilir
ubin. Other phenol-aminophenazone peroxidase methods may be similarly
affected.