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基于尿素质量平衡理论的简易Kt/V公式。

Simple Kt/V formulas based on urea mass balance theory.

作者信息

Garred L J, Barichello D L, DiGiuseppe B, McCready W G, Canaud B C

机构信息

Department of Chemical Engineering, Lakehead University, Thunder Bay, Ontario, Canada.

出版信息

ASAIO J. 1994 Oct-Dec;40(4):997-1004.

PMID:7858339
Abstract

The ratio Kt/V (K is patient clearance, t dialysis time, V urea space) has become the standard measure of dialysis adequacy. In this article simple Kt/V equations are developed theoretically from the urea mass balance equation. Two approximations lead to the most precise equation: [formula: see text] where R is the post to pre dialysis urea ratio, BW/V is the amount of fluid removed during dialysis (delta BW) expressed as a fraction of urea distribution space (V) at dry body weight (BW), and t is dialysis length in hours. A second equation arises with V approximated as 58% of BW. One further approximation leads to a simpler but slightly less precise Kt/V formula: [formula: see text] These and earlier published equations were tested with two sets of data: 1) 49 sessions involving 17 patients on maintenance dialysis and 2) 540 computer simulations spanning all likely values of Kt/V (0.6-1.6), protein catabolic rate (0.6-1.6), interdialytic weight gain (0-4% of BW per day) and dialysis session length (2-4 hr). The most precise formula (upper equation above) had a maximum error of 0.031 and 0.035 Kt/V units for the clinical and simulated data, respectively, whereas the lower equation was slightly less accurate with maximum Kt/V errors of 0.079 and 0.081, respectively. The proposed Kt/V equations are considerably more accurate than previously published formulas.

摘要

Kt/V比值(K为患者清除率,t为透析时间,V为尿素分布容积)已成为透析充分性的标准衡量指标。在本文中,简单的Kt/V公式是从尿素质量平衡方程理论推导得出的。两种近似方法得出了最精确的公式:[公式:见正文],其中R为透析后与透析前尿素比值,BW/V是以干体重(BW)时尿素分布容积(V)的分数形式表示的透析期间清除的液体量(ΔBW),t为以小时为单位的透析时长。当V近似为BW的58%时得出第二个公式。进一步的一种近似方法得出一个更简单但精确性略低的Kt/V公式:[公式:见正文]。这些公式以及先前发表的公式用两组数据进行了检验:1)涉及17例维持性透析患者的49次透析治疗;2)涵盖Kt/V(0.6 - 1.6)、蛋白质分解代谢率(0.6 - 1.6)、透析间期体重增加(每天BW的0 - 4%)和透析治疗时长(2 - 4小时)所有可能值的540次计算机模拟。最精确的公式(上述上部公式)对于临床数据和模拟数据的最大误差分别为0.031和0.035个Kt/V单位,而下部公式的精确性略低,最大Kt/V误差分别为0.079和0.081。所提出的Kt/V公式比先前发表的公式精确得多。

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