| Literature DB >> 35007357 |
Jing Zhu1, Hao Wang1, Beili Wang1,2, Xiaoke Hao3, Wei Cui4, Yong Duan5, Yi Zhang6, Liang Ming7, Yingchun Zhou8, Haitao Ding9, Hongling Ou10, Weiwei Lin11, Liu Lu12, Yuanjiang Shang13, Yong Yang14, Xianming Liang15, Jiangtao Ma16, Wenhua Sun17, Te Chen18, Guang Han19, Meng Han20, Weiting Yu21, Baishen Pan1,2, Wei Guo1,2,22.
Abstract
BACKGROUND: Current autoverification, which is only knowledge-based, has low efficiency. Regular historical data analysis may improve autoverification range determination. We attempted to enhance autoverification by selecting autoverification rules by knowledge and ranges from historical data. This new system was compared with the original knowledge-based system.Entities:
Keywords: autoverification system; clinical chemistry test report; efficiency; historical data percentile-based; knowledge-based
Mesh:
Year: 2022 PMID: 35007357 PMCID: PMC8841182 DOI: 10.1002/jcla.24233
Source DB: PubMed Journal: J Clin Lab Anal ISSN: 0887-8013 Impact factor: 2.352
FIGURE 1Framework of the improved clinical chemistry autoverification system. The workflow included 4 steps, the readiness of the test results (red text), the instrumental preset rules (yellow text), the laboratory established rules (blue text), and the comparison (with historical results) rules (green text). The rules in the filled boxes (light yellow) were newly added or rearranged. The autoverification would not be initiated until all the results of a report were ready. If any rule was violated, the report could not be autoverified and it would be transferred to manual verification. QC, quality control
FIGURE 2Frequency distributions of some consistency check values. The values we showed include the ratio of (IgG +IgM + IgA)/(KAP +LAM) (A), the ratio of (IgG +IgM + IgA)/(TP ‐ ALB) (B), the ratio of CRE/UREA (C) and the product of CA and P (D). The 2.5th and 97.5th percentiles were used to establish the consistency check rules
Logic and consistency check rules among tests. The logic rules were established according to the biological rationales, while the consistency check rules were established by analyzing the historical data
| No | Rule | Autoverification range |
|---|---|---|
| Logic | ||
| 1 | TBIL − DBIL | >0 |
| 2 | TP − ALB | >0 |
| 3 | TC − HDL − LDL | >0 |
| 4 | NA − CL − TCO2 − AG | =0 |
| Consistency check | ||
| 1 | (IgG + IgA + IgM)/(KAP + LAM) | 1.5–6.0 |
| 2 | (IgG + IgA + IgM)/(TP − ALB) | 0.34–0.78 |
| 3 | TG/L Index | 0.01– |
| 4 | CRE/UREA | 7.0–35.0 |
| 5 | If ALT <50, ALT/AST | 0.19–1.55 |
| If ALT ≥50, ALT/AST | 0.39–2.99 | |
| 6 | TBIL/DBIL | 1.5–4.2 |
| 7 | ALP/γ‐GT | 0.5–6.1 |
| 8 | NA /CL | 1.33–1.46 |
| 9 | CA × P | 1.3–4.0 |
FIGURE 3Frequency distributions of ALT delta check within different time periods. The delta check of ALT was measured using the latest result within 7 days (A), 1 month (B), 2 months (C), and 3 months (D). The delta check ranges (the 5th to 95th percentile) were shown in red
Extreme value ranges, limit check ranges, and delta check ranges for the tests of liver functions. The extreme value ranges (the 0.1th to 99.9th percentile) and limit check ranges (the 2.5th to 97.5th percentile) were determined using routine laboratory results. The determination of delta check ranges is described in Figure 3
| No | Test | Unit | Extreme value range | Limit check range | Delta check range |
|---|---|---|---|---|---|
| 1 | TBIL | µmol/L | 1.8–409.2 | 3.7–45.4 | −50% – +132% |
| 2 | DBIL | µmol/L | 0.3–341.9 | 1.1–27.2 | −52% – +159% |
| 3 | TP | g/L | 38–89 | 51–79 | −18% – +15% |
| 4 | ALB | g/L | 19–51 | 29–48 | −18% – +17% |
| 5 | ALT | U/L | 2–1159 | 6–152 | −57% – +285% |
| 6 | AST | U/L | 6–1184 | 11–122 | −63% – +248% |
| 7 | ALP | U/L | 24–1057 | 39–267 | −31% – +50% |
| 8 | γ‐GT | U/L | 6.4–41.9 | 10–28 | −42% – +131% |
| 9 | LDH | U/L | 5–2695 | 131–518 | −34% – +78% |
| 10 | TBA | µmol/L | 0.1–367.7 | 1–57 | −88% – +416% |
| 11 | PA | g/L | 0.04–0.55 | 0.08–0.39 | −42% – +48% |
Evaluation of the autoverification system. The evaluation was achieved by comparing the judgments between autoverification and manual verification. The original system (original framework and knowledge‐based criteria), intermediate system (original framework and historical data percentile‐based Zhongshan criteria), and improved system (Zhongshan framework and Zhongshan criteria) were evaluated
| Manual verification | True positive rate | True negative rate | False positive rate | False negative rate | Negative predictive value | Positive predictive value | Overall consistency rate | Overall pass rate | ||
|---|---|---|---|---|---|---|---|---|---|---|
| Fail | Pass | |||||||||
| Auto‐verification (improved) | ||||||||||
| Fail | 1366 | 4119 | 75.55% | 78.53% | 21.47% | 24.45% | 97.15% | 24.90% | 78.3% | 73.9% |
| Pass | 442 | 15069 | ||||||||
| Auto‐verification (intermediate) | ||||||||||
| Fail | 1396 | 4780 | 77.21% | 75.09% | 24.91% | 22.79% | 97.22% | 22.60% | 75.3% | 70.6% |
| Pass | 412 | 14408 | ||||||||
| Auto verification (original) | ||||||||||
| Fail | 1605 | 8997 | 88.77% | 53.11% | 46.89% | 11.23% | 98.05% | 15.14% | 56.2% | 49.5% |
| Pass | 203 | 10191 | ||||||||
FIGURE 4Normalized fold changes of pass rates among 20 laboratories. The pass rates were normalized to that of the original (before improvement) autoverification system at each laboratory. Each dot represented a normalized fold change of pass rate. The dots from the same hospital were linked. For the laboratory (No. 20) with the lowest pass rate, the autoverification system was further improved. The P value from paired student's t test between original and improved systems was shown