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TRACEABILITY AND THE pH SCALE AT NIST

机译:可追溯性和NIST的pH值

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The following overhead summarizes the chain of traceability upon which the multi-point pH scale is based. The emphasis of this approach is to maintain traceability of the practical realization of the pH scale to the thermodynamic basis of the pH scale. This traceability chain preserves the link between the set of standards used for practical calibration of pH measurements and thermodynamics to the maximum extent feasible. The top level of the pyramid of pH traceability is the notional definition, in which pH is defined as the negative decadic logarithm of the hydrogen ion activity. This is the fundamental definition of pH. It cannot be realized without extra-thermodynamic assumptions, as it is based upon a single ion activity. The second step of the pyramid illustrates the experimental actualization of this notional definition on the fundamental level. The potential of the junctionless electrochemical cell Pt, H_(2) |HCl| Ag,AgCl is measured. This potential is related to the activities of the constituent ions by the Nernst equation expression as shown on the second line of this level. Note that down to this point (starting with the notional definition), no extra-thermodynamic conventions have been invoked. The next level constitutes the first introduction of extra-thermodynamic assumptions in the traceability chain of the multi-point pH scale. The pH is calculated using the value for the extrapolated acidity function, log (a_(H)γ_(Cl))~(o), where the subscript ~(o) denotes the value at zero molality of added Cl~(-) ion. This calculation requires an extra-thermodynamic convention to estimate the value of γ~(o)_(Cl(at I)), the single-ion activity of the Cl~(-) ion extrapolated to zero molality of added Cl~(-) ion. Currently, the Bates-Guggenheim convention is used, comprising two separate assumptions. First, γ_(H) is assumed to equal γ_(Cl). Second, the ion size parameter for Cl~(-) is taken such that Ba=1.5 in the Debye-Huckel equation calculation of the value of γ_(Cl). This dual convention permits the calculation of the pH.
机译:以下开销总结了多点pH标度所基于的可追溯性链。这种方法的重点是将pH值的实际实现的可追溯性保持在pH标度的热力学基础上。这种可追溯性链保留了用于实际校准pH测量和热力学的标准集之间的联系,以可行的最大程度。 pH值可追溯性金字塔的顶级是值义的定义,其中pH定义为氢离子活性的阴性截数对数。这是pH的基本定义。在没有热力学假设的情况下,不能实现,因为它基于单离子活动。金字塔的第二步骤示出了基本水平这个名义定义的实验现实化。连接电化学电池Pt,H_(2)| HCl | Ag,测量AgCl。这种潜力与NERNST等式表达式的组成离子的活动有关,如该水平的第二行所示。请注意,下降到此点(从名义定义开始),没有调用额外的热力学约定。下一级别构成了在多点pH值的可追溯性链中的第一次引入超热力学假设。使用外推酸度函数的值计算pH值,log(a_(h)γ_(cl))〜(o),其中下标〜(o)表示添加的cl〜( - - )离子的零摩尔的值。该计算需要一个超热力学惯例来估计γ〜(O)_(Cl(AT I))的值,Cl〜( - )离子的单离子活性外推到零摩尔的添加C1( - ) 离子。目前,使用了Bates-Guggenheim公约,包括两个单独的假设。首先,假设γ_(h)等于γ_(cl)。其次,将Cl〜( - )的离子尺寸参数被拍摄,使得在deBye-huckel方程计算中的Ba = 1.5的γ_(CL)的值。这种双重约定允许计算pH值。

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