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全身无电解质水清除率:在分析钠代谢紊乱发病机制中的推导及临床应用

Whole-body electrolyte-free water clearance: derivation and clinical utility in analyzing the pathogenesis of the dysnatremias.

作者信息

Nguyen Minhtri K, Kurtz Ira

机构信息

Division of Nephrology, David Geffen School of Medicine at UCLA, 10833 Le Conte Avenue, Room 7-155 Factor Building, Los Angeles, CA 90095-1689, USA.

出版信息

Clin Exp Nephrol. 2006 Mar;10(1):19-24. doi: 10.1007/s10157-005-0395-2.

DOI:10.1007/s10157-005-0395-2
PMID:16544174
Abstract

The total exchangeable sodium (Na(e)), total exchangeable potassium (K(e)), and total body water (TBW) are the major determinants of the plasma water sodium concentration (Na(+)). The relationship between Na(+) and Na(e), K(e), and TBW was empirically determined by Edelman et al., where: Na(+) = 1.11(Na(e) + K(e))/TBW - 25.6 (Eq. 1). According to Eq. 1, changes in the mass balance of Na(+), K(+), and H(2)O will therefore result in changes in the Na(+). Historically, in evaluating the pathogenesis of the dysnatremias, free water clearance (FWC) and electrolyte-free water clearance (EFWC) have been used to evaluate the pathophysiology of the dysnatremias. However, such analyses are only valid when there is no concomitant input and non-renal output of Na(+), K(+), and H(2)O. Since the classic FWC and EFWC formulas fail to account for the input and non-renal output of Na(+), K(+), and H(2)O, these formulas cannot be used to evaluate the pathogenesis of the dysnatremias or to predict the directional change in the Na(+). In this article, we have addressed this limitation by deriving a new formula, termed whole-body electrolyte-free water clearance (WB-EFWC), which calculates whole-body electrolyte-free water clearance for a given mass balance of Na(+), K(+), and H(2)O, rather than simply the urinary component (FWC, EFWC formulas). Unlike previous formulas, which consider only the renal component of electrolyte-free water clearance, WB-EFWC accounts for all sources of input and output of Na(+), K(+), and H(2)O, and will therefore be helpful in conceptually understanding the basis for changes in the Na(+) in patients with the dysnatremias.

摘要

可交换钠总量(Na(e))、可交换钾总量(K(e))和总体水(TBW)是血浆水钠浓度(Na⁺)的主要决定因素。Edelman等人通过经验确定了Na⁺与Na(e)、K(e)和TBW之间的关系,即:Na⁺=1.11(Na(e)+K(e))/TBW - 25.6(公式1)。根据公式1,因此,Na⁺、K⁺和H₂O质量平衡的变化将导致Na⁺的变化。从历史上看,在评估钠代谢紊乱的发病机制时,自由水清除率(FWC)和无电解质水清除率(EFWC)已被用于评估钠代谢紊乱的病理生理学。然而,只有在没有Na⁺、K⁺和H₂O的伴随输入和非肾性输出时,此类分析才有效。由于经典的FWC和EFWC公式没有考虑Na⁺、K⁺和H₂O的输入和非肾性输出,这些公式不能用于评估钠代谢紊乱的发病机制或预测Na⁺的方向变化。在本文中,我们通过推导一个新公式,即全身无电解质水清除率(WB-EFWC),解决了这一局限性,该公式计算给定Na⁺、K⁺和H₂O质量平衡下的全身无电解质水清除率,而不是简单地计算尿液成分(FWC、EFWC公式)。与之前仅考虑无电解质水清除率的肾脏成分的公式不同,WB-EFWC考虑了Na⁺、K⁺和H₂O的所有输入和输出来源,因此将有助于从概念上理解钠代谢紊乱患者Na⁺变化的基础。

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本文引用的文献

1
Derivation of a new formula for calculating urinary electrolyte-free water clearance based on the Edelman equation.基于埃德尔曼方程推导一种计算尿无电解质水清除率的新公式。
Am J Physiol Renal Physiol. 2005 Jan;288(1):F1-7. doi: 10.1152/ajprenal.00259.2004. Epub 2004 Sep 21.
2
New insights into the pathophysiology of the dysnatremias: a quantitative analysis.低钠血症病理生理学的新见解:定量分析
Am J Physiol Renal Physiol. 2004 Aug;287(2):F172-80. doi: 10.1152/ajprenal.00106.2004.
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Role of potassium in hypokalemia-induced hyponatremia: lessons learned from the Edelman equation.
无电解质水清除率:解决急性肾衰竭时高钠血症诊断的关键。
Clin Exp Nephrol. 2008 Feb;12(1):74-8. doi: 10.1007/s10157-007-0021-6. Epub 2008 Jan 9.
钾在低钾血症所致低钠血症中的作用:从埃德尔曼方程中获得的经验教训。
Clin Exp Nephrol. 2004 Jun;8(2):98-102. doi: 10.1007/s10157-004-0281-3.
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Analysis of current formulas used for treatment of the dysnatremias.
Clin Exp Nephrol. 2004 Mar;8(1):12-6. doi: 10.1007/s10157-003-0272-9.
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A simple quantitative approach to analyzing the generation of the dysnatremias.一种分析低钠血症产生的简单定量方法。
Clin Exp Nephrol. 2003 Jun;7(2):138-43. doi: 10.1007/s10157-003-0234-2.
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A new quantitative approach to the treatment of the dysnatremias.一种治疗钠代谢紊乱的新定量方法。
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The displacement of serum water by the lipids of hyperlipemic serum; a new method for the rapid determination of serum water.高脂血症血清脂质对血清水分的置换;一种快速测定血清水分的新方法。
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