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Standard Chemical Potential and Activity Coefficient on Different Concentration Scales

Considering a similar approach and using Equations 1.5 through 1.7, the reader should be able to easily derive the relationship between y and y j [y = y (1 + /55.51)]. Any other relations between the standard chemical potential or between the activity coefficients on the different concentration scales can be obtained using the same approach. Most of these equations are given in Ref. [3]. [Pg.6]

Note that the standard chemical potential has the same dimensions as chemical potential, that is, J mol, and activity and activity coefficient are dimensionless. [Pg.7]




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Activity chemical potential

Activity scales

Activity standards

And activity coefficient

Chemical activity

Chemical concentration

Chemical concentration and

Chemical differences

Chemical potential activity coefficients

Chemical potential concentration coefficient

Chemical potential standard

Chemical scale

Chemically active

Concentration and activity

Concentration chemical potential

Concentration difference

Concentration scales

Concentration standard

Difference potential

Potential Concentration

Potential standard

Potentials, standardization

Scaling coefficients

Standard chemical

Standard scale

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