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The Debye-HOckel Theory

Table II. Standard Potential of the Cell, Zn ZnS04l PbS04(s) Pb(Hg) at 25° as Computed by the Gronwall, LaMer and Sandved Extension of the Debye-HOckel Theory... Table II. Standard Potential of the Cell, Zn ZnS04l PbS04(s) Pb(Hg) at 25° as Computed by the Gronwall, LaMer and Sandved Extension of the Debye-HOckel Theory...
The Debye length is defined in mathematical terms In appendix A.3.3 which describes the Debye-HOckel theory. Some orders of magnitude are given later in the text. [Pg.138]

Assuming that the cation and anion activity coefficients are equal, which is in the case particular in the context of the Debye-HOckel theory, simplifies the calculation yet without making the reasoning any less general. [Pg.148]


See other pages where The Debye-HOckel Theory is mentioned: [Pg.41]   


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