马丁公式和弗里德瓦尔德公式与直接均相测定法估算尼泊尔人群低密度脂蛋白胆固醇水平的比较分析

B. Joshi, S. Rizal
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引用次数: 0

摘要

背景:低密度脂蛋白是高胆固醇血症患者治疗决策的基础,也是干预的主要目标。它的成本效益和准确的测量是每个临床实验室的需要,并且已经采用了不同的计算方法来代替直接测定。本研究旨在评估尼泊尔人口样本中的Martin公式和Friedewald公式与直接同质分析的比较。材料和方法:这是生物化学系于2020年2月至2021年1月进行的一项横断面研究。对参与者的血清样本进行了总胆固醇、甘油三酯、高密度脂蛋白和低密度脂蛋白分析。应用马丁公式和弗里德瓦尔德公式计算了两种方法的低密度脂蛋白的计算值。方法比较采用Passing和Bablok回归分析。结果:参与者的平均年龄为54.2±8.9岁。通过Bablok回归分析表明,与直接测定相比,Friedewald公式在系统和比例偏差方面优于Martin公式。然而,在较低的低密度脂蛋白水平下,在弗里德瓦尔德公式中,与直接测定相比,低估低密度脂素更为常见。在高甘油三酯水平下,Friedewald公式的平均值与直接测定值的差异百分比误差更大。结论:与直接测定法相比,弗里德瓦尔德公式比马丁公式更符合要求。Martin的配方奶粉在较低的血清低密度脂蛋白水平和较高的甘油三酯水平方面比Friedewald的配方奶粉具有优势,而Friedewald配方奶粉大多低估了低密度脂素。
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Comparative Analysis between Martin’s Formula and Friedewald’s Formula with Direct Homogenous Assay for Estimating Low Density Lipoprotein Cholesterol Level in Nepalese Population
Background: Low density lipoproteinforms a basis of decision making in treatment of hypercholesterolemic patients and primary target of intervention. Its cost effective and accurate measurementis a need for every clinical laboratories and different calculation methods has been adopted as a replacement to direct assays. This study aims to evaluate the Martin’s formula and Friedewald’s formula in a sample of Nepalese population compared against direct homogenous assay. Materials and Methods: This is a cross-sectional study conducted in Department of Biochemistry from Feb 2020 to January 2021. Serum samples of the participants were analysed for total cholesterol, triglyceride, high density lipoprotein and low density lipoprotein. Martin’s and Friedewald’s formula were applied to get calculated value of low density lipoprotein from both methods. Passing and Bablok regression analysis was used for methods comparison. Results: The mean age of participants was 54.2 ± 8.9 years. Passing-Bablok regression analysis showed Friedewald’s formula performed better than Martin’s formula as per systematic and proportional bias when compared with directassay. However at lowerserum low density lipoprotein level, underestimation of low density lipoprotein compared to direct assay was more common in Friedewald’s formula. At high triglyceride level more percentage error of difference of mean from direct assay was found for Friedewald’s formula. Conclusion: When compared to direct assay, Friedewald’s formula was found to be in better agreement than Martin’s formula. Martin’s formula had advantage over Friedewald’s formula at lower serum low density lipoprotein level and higher triglyceride level where Friedewald’s formula mostly underestimated low density lipoprotein.
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