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一种用于估计失血性休克出血程度的简单新颖方程:数学推导与初步验证

A simple and novel equation to estimate the degree of bleeding in haemorrhagic shock: mathematical derivation and preliminary validation.

作者信息

Chon Sung-Bin, Lee Min Ji, Oh Won Sup, Park Ye Jin, Kwon Joon-Myoung, Kim Kyuseok

机构信息

Department of Emergency Medicine, Seoul National University College of Medicine, Seoul 03080, Korea.

Department of Emergency Medicine, CHA Bundang Medical Center, Seongnam 13496, Korea.

出版信息

Korean J Physiol Pharmacol. 2022 May 1;26(3):195-205. doi: 10.4196/kjpp.2022.26.3.195.

DOI:10.4196/kjpp.2022.26.3.195
PMID:35477547
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC9046898/
Abstract

Determining blood loss [100% - RBV (%)] is challenging in the management of haemorrhagic shock. We derived an equation estimating RBV (%) via serial haematocrits (Hct, Hct) by fixing infused crystalloid fluid volume (N) as [0.015 × body weight (g)]. Then, we validated it . Mathematically, the following estimation equation was derived: RBV (%) = 24k / [(Hct / Hct) - 1]. For validation, nonongoing haemorrhagic shock was induced in Sprague-Dawley rats by withdrawing 20.0%-60.0% of their total blood volume (TBV) in 5.0% intervals (n = 9). Hct was checked after 10 min and normal saline N cc was infused over 10 min. Hct was checked five minutes later. We applied a linear equation to explain RBV (%) with 1 / [(Hct / Hct) - 1]. Seven rats losing 30.0%-60.0% of their TBV suffered shock persistently. For them, RBV (%) was updated as 5.67 / [(Hct / Hct) - 1] + 32.8 (95% confidence interval [CI] of the slope: 3.14-8.21, p = 0.002, = 0.87). On a Bland-Altman plot, the difference between the estimated and actual RBV was 0.00 ± 4.03%; the 95% CIs of the limits of agreements were included within the pre-determined criterion of validation (< 20%). For rats suffering from persistent, non-ongoing haemorrhagic shock, we derived and validated a simple equation estimating RBV (%). This enables the calculation of blood loss via information on serial haematocrits under a fixed N. Clinical validation is required before utilisation for emergency care of haemorrhagic shock.

摘要

在失血性休克的管理中,确定失血量[100% - 红细胞比容(RBV)(%)]具有挑战性。我们通过将输注的晶体液体积(N)固定为[0.015×体重(g)],根据连续的血细胞比容(Hct,Hct)推导出一个估算RBV(%)的方程。然后,我们对其进行了验证。从数学角度来看,得出了以下估算方程:RBV(%)= 24k / [(Hct / Hct)- 1]。为了进行验证,通过以5.0%的间隔抽取20.0% - 60.0%的总血容量(TBV),在Sprague-Dawley大鼠中诱导非持续性失血性休克(n = 9)。10分钟后检查Hct,并在10分钟内输注生理盐水N毫升。五分钟后再次检查Hct。我们应用线性方程用1 / [(Hct / Hct)- 1]来解释RBV(%)。七只损失30.0% - 60.0% TBV的大鼠持续休克。对于它们,RBV(%)更新为5.67 / [(Hct / Hct)- 1] + 32.8(斜率的95%置信区间[CI]:3.14 - 8.21,p = 0.002, = 0.87)。在Bland-Altman图上,估算的RBV与实际RBV之间的差异为0.00 ± 4.03%;一致性界限的95% CI包含在预先确定的验证标准(< 20%)内。对于患有持续性、非持续性失血性休克的大鼠,我们推导出并验证了一个估算RBV(%)的简单方程。这使得能够通过固定N下的连续血细胞比容信息来计算失血量。在用于失血性休克的紧急护理之前,需要进行临床验证。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/35a8e809d4bc/kjpp-26-3-195-f5.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/8bc88ccd467d/kjpp-26-3-195-f1.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/39798762ea2c/kjpp-26-3-195-f2.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/35a8e809d4bc/kjpp-26-3-195-f5.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/8bc88ccd467d/kjpp-26-3-195-f1.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/39798762ea2c/kjpp-26-3-195-f2.jpg
https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1772/9046898/35a8e809d4bc/kjpp-26-3-195-f5.jpg

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