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血清渗透压间隙与乙醇浓度:一个简单而准确的公式。

Serum osmolal gap and ethanol concentration: a simple and accurate formula.

作者信息

Geller R J, Spyker D A, Herold D A, Bruns D E

出版信息

J Toxicol Clin Toxicol. 1986;24(1):77-84. doi: 10.3109/15563658608990448.

Abstract

The estimation of serum ethanol concentration by measurement of serum osmolality has been re-evaluated. A formula for calculation of serum osmolality was first validated in 193 patients who had not ingested ethanol. The mean difference between measured and calculated osmolality ("osmolal gap") was 1.5 mOsm/Kg +/- 5.3 mOsm/Kg (1 S.D.). In 37 sera from 35 patients who had ingested ethanol, the osmolal gap was highly correlated with measured serum ethanol (r = 0.994). The serum ethanol (mmol/L) was related to osmolal gap (mOsm/Kg) by the formula: Ethanol = 0.83 X osmolal gap. The factor 0.83 indicated that the behavior of ethanol in serum did not conform to that expected from ideal solutions. This equation accurately predicted serum ethanol in 32 additional samples (r = 0.988). We propose that the formula above be used in place of those that have been previously proposed. The previous formulas involved unwarranted assumptions of ideality and had not been experimentally derived from studies of ethanol in serum.

摘要

通过测量血清渗透压来估算血清乙醇浓度已被重新评估。首先在193名未摄入乙醇的患者中验证了计算血清渗透压的公式。测量渗透压与计算渗透压之间的平均差异(“渗透压间隙”)为1.5 mOsm/Kg±5.3 mOsm/Kg(1个标准差)。在35名摄入乙醇的患者的37份血清中,渗透压间隙与测得的血清乙醇高度相关(r = 0.994)。血清乙醇(mmol/L)与渗透压间隙(mOsm/Kg)的关系由以下公式表示:乙醇= 0.83×渗透压间隙。系数0.83表明血清中乙醇的行为不符合理想溶液的预期。该方程在另外32个样本中准确预测了血清乙醇(r = 0.988)。我们建议使用上述公式代替先前提出的公式。先前的公式涉及对理想性的无端假设,并且并非从血清中乙醇的研究通过实验得出。

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