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Glomerular filtration rate in prospective living kidney donors

机译:预期活体肾脏供体的肾小球滤过率

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Purpose: Measurements of glomerular filtration rate (GFR) are frequently interpreted assuming a linear variation with age. Nonlinear relationships may give a better representation of the changes associated with normal ageing. Methods: This was a retrospective study of 904 subjects (468 women, 436 men; age range 18-84 years) undergoing assessment as prospective living kidney donors. GFR was evaluated from 51Cr-EDTA plasma clearance using blood samples taken at 2, 3 and 4 h. The slope-intercept GFR was corrected for body surface area (BSA) using the Haycock formula and for the fast exponential using the Brochner-Mortensen equation. The relationship between age, gender and GFR was examined using best-fit curve analysis. Nonlinear relationships with age were explored using fractional polynomials. Results: There was no gender difference in BSA-corrected GFR over five decades of age (P = 0.40). However, female donors with a body mass index 30 kg/m2 had a statistically significantly lower GFR than nonobese women (P 0.01). The best-fit relationship between age and GFR was nonlinear and described using a fractional polynomial model of degree 1 (GFR = 103.9-0.0061 × Age2 mL/min/1.73 m2) with a root mean standard error of 12.9 mL/min/1.73 m2. The residual variance for this model was significantly smaller than for the best-fit linear model (P = 0.006). Conclusions: GFR measurements in prospective living kidney donors are best corrected for age using a nonlinear relationship.
机译:目的:肾小球滤过率(GFR)的测量经常会随着年龄的增长而线性变化。非线性关系可以更好地表示与正常老化相关的变化。方法:这是一项回顾性研究,研究对象为904名受试者(468名女性,436名男性;年龄范围18-84岁),接受评估为预期的活体肾脏供体。使用在2、3和4小时采集的血液样本,根据51Cr-EDTA血浆清除率评估GFR。使用Haycock公式校正了截距GFR的车身表面积(BSA),并使用Brochner-Mortensen方程校正了快速指数。使用最佳拟合曲线分析检查了年龄,性别和GFR之间的关系。使用分数多项式探索与年龄的非线性关系。结果:经过五岁以上的年龄,经BSA校正的GFR没有性别差异(P = 0.40)。然而,体重指数> 30 kg / m2的女性捐献者的GFR在统计学上显着低于非肥胖女性(P <0.01)。年龄与GFR之间的最佳拟合关系是非线性的,并使用1级分数多项式模型(GFR = 103.9-0.0061×Age2 mL / min / 1.73 m2)进行了描述,均方根标准误差为12.9 mL / min / 1.73 m2 。该模型的残差明显小于最佳拟合线性模型的残差(P = 0.006)。结论:使用非线性关系可以最好地校正预期活体肾脏供体中的GFR测量值。

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