| Literature DB >> 35070831 |
Zhaozhong Kuang1,2, Xiaolong Zong3, Shuang Xing2, Fuguang Zhao2, Shanshan Guo2, Huiqiang Li1, Dianjun Wei4.
Abstract
BACKGROUND: It is not yet clear whether the trace blood gas analyzer can be used for biochemical detection of newborns. This study aimed to evaluate the reliability of the method for the detection of bilirubin in infants.Entities:
Keywords: Newborn; bilirubin; biochemical analyzer; blood gas analyzer; consistency
Year: 2021 PMID: 35070831 PMCID: PMC8753479 DOI: 10.21037/tp-21-541
Source DB: PubMed Journal: Transl Pediatr ISSN: 2224-4336
Verification results for the precision of GEM 4000 blood gas analyzer on the neonatal bilirubin detection
| Quality control product | Mean (μmol/L) | SD Intra-batch | CV Intra-batch (%) | SD Inter-batch | CV Inter-batch (%) |
|---|---|---|---|---|---|
| Level 1 | 37.9 | 0.52 | 1.37 | 0.60 | 1.58 |
| Level 2 | 104.9 | 1.26 | 1.20 | 1.55 | 1.48 |
SD, standard deviation; CV, coefficient of variation.
Verification results for the accuracy of GEM 4000 blood gas analyzer on the neonatal bilirubin detection
| Control materials | Mean (μmol/L) | Target value (μmol/L) | Bias (%) | Allowed bias (%) |
|---|---|---|---|---|
| Control 1 | 33.83 | 34.0 | −0.50 | 6.7 |
| Control 2 | 17.7 | 17.6 | 0.57 | 6.7 |
| Control 3 | 3.03 | 3.1 | −2.26 | 6.7 |
Pearson correlation analysis of two methods on the bilirubin detection
| Bilirubin* (μmol/L) | n (%) | Hitachi 7600 Enzymology ( | GEM 4000 Optical method ( | R (95% CI) | P value |
|---|---|---|---|---|---|
| <100 | 98 (27.0) | 45.4±15.7 | 32.3±18.6 | 0.878 (0.823–0.917) | <0.001 |
| 100–200 | 106 (29.2) | 148.6±28.9 | 152.8±40.9 | 0.934 (0.904–0.955) | <0.001 |
| 200–300 | 83 (22.9) | 254.6±25.4 | 276.9±29.9 | 0.803 (0.710–0.868) | <0.001 |
| >300 | 76 (20.9) | 350.9±34.7 | 381.3±51.0 | 0.720 (0.590–0.813) | <0.001 |
| All samples | 363 (100) | 187.3±85.1 | 196.5±93.5 | 0.988 (0.985–0.990) | <0.001 |
*, grouped based on biochemical enzymatic value of bilirubin detection.
Figure 1Correlation analysis of the two methods for detecting bilirubin.
Passing-Bablok regression analysis of two methods on bilirubin detection
| Bilirubin (μmol/L) | Regression equation | Slope (95% CI) | Intercept (95% CI) | RSD |
|---|---|---|---|---|
| <100 | y = −20.51 + 1.15x | 1.15 (1.00–1.32) | 5.99 (−11.73–11.73) | 5.99 |
| 100–200 | y = −61.80 + 1.44x | 1.44 (1.34–1.55) | −61.80 (−78.02–−46.44) | 8.62 |
| 200–300 | y = −25.04 + 1.20x | 1.20 (1.04–1.37) | −25.04 (−68.69–16.76) | 12.42 |
| >300 | y = −190.72 + 1.64x | 1.64 (1.34–2.03) | −190.72 (−331.14–−85.97) | 21.45 |
| All samples | y = −21.00 + 1.17x | 1.17 (1.15–1.19) | −21.00 (−23.62–−18.71) | 13.76 |
y is the detected value of TBIL by GEM 4000 with the optical method; x is the detected TBIL value of Hitachi 7600 with the enzymatic method. RSD, residual standard deviation, the larger the value, the worse the consistency of the two methods.
Figure 2Passing-Bablok regression analysis of the two methods of bilirubin detection.
Evaluation of the consistency of the two methods for detecting bilirubin by Bland-Altman
| TBIL (μmol/L) | n (%) | Mean bias (95% CI) | Number of cases exceeding 95% LoA [n/N (%)] |
|---|---|---|---|
| <100 | 98 (27.0) | 13.12 (11.33 to 14.92) | 4/98 (4.1) |
| 100–200 | 106 (29.2) | −4.13 (−7.46 to −0.80) | 4/106 (3.8) |
| 200–300 | 83 (22.9) | −22.31 (−26.21 to −18.41) | 4/83 (4.8) |
| >300 | 76 (20.9) | −30.34 (−38.48 to −22.26) | 5/76 (6.6) |
| All samples | 363 (100) | −9.12 (−11.89 to −6.36) | 16/363 (4.4) |
Figure 3Bland-Altman plot of the two methods of bilirubin detection.