Putnam R W, Roos A
Department of Physiology and Biophysics, Wright State University School of Medicine, Dayton, Ohio 45435.
Am J Physiol. 1991 May;260(5 Pt 1):C1113-6. doi: 10.1152/ajpcell.1991.260.5.C1113.
The apparent first dissociation constant of carbonic acid has been defined in different ways in the literature. Harned and co-workers (8-10) have defined it in terms of molalities of the participating species, including H ions: Ks = mHmHCO3/mCO2. In contrast, Hastings and Sendroy have defined an apparent constant in which acidity is expressed as H ion activity: K'1 = aHmHCO3/mCO2. These constants differ by a factor gamma H, the activity coefficient of H ions at the prevailing ionic strength. Therefore, pK'1 is greater than pKs by an amount equal to -log gamma H, which, at mu = 0.16 M, is approximately 0.1. It is important that the correct value for the apparent dissociation constant or its logarithmic form be entered in the mass action expression or in the Henderson-Hasselbalch equation in order to prevent significant errors in the computation by means of these equations of quantities that cannot be directly measured. Specifically, for the derivation of bicarbonate concentration from PCO2 and pH (-log aH), pK'1 is to be used and not an uncorrected pKs.
碳酸的表观一级解离常数在文献中有不同的定义方式。哈纳德及其同事(8 - 10)根据参与物种的质量摩尔浓度来定义它,包括氢离子:Ks = mHmHCO3/mCO2。相比之下,黑斯廷斯和森德罗伊定义了一个表观常数,其中酸度用氢离子活度表示:K'1 = aHmHCO3/mCO2。这些常数相差一个因子γH,即氢离子在当前离子强度下的活度系数。因此,pK'1比pKs大一个等于 -logγH的量,在μ = 0.16 M时,约为0.1。重要的是,要在质量作用表达式或亨德森 - 哈塞尔巴尔赫方程中输入表观解离常数或其对数形式的正确值,以防止在通过这些方程计算无法直接测量的量时出现重大误差。具体而言,从PCO2和pH(-log aH)推导碳酸氢盐浓度时,应使用pK'1而不是未校正的pKs。