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Relationship between concentration and fractional extent in a closed environment

Relationship between concentration and fractional extent in a closed environment [Pg.19]

If the zone is closed with respect to component the only cause of variation in concentration over time is the reaction and, therefore, by using equations [1.15] and [1.29] and by assigning the index zero to the magnitude values at the start of a reaction, we get  [Pg.19]

In the case of gaseous components, assuming an ideal gas, the concentration can be replaced by the partial pressure by using  [Pg.19]

If several reactions involving the same constituent k, whose stoichiometric coefficient in the p-th reaction is v p occur in the same zone, then equation [1.30] [Pg.19]

Expression of volumetric speed according to variations in concentration in a closed system [Pg.19]




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A-fraction

As fractionation

Close relationships

Closed environment

Concentration in environment

Concentration relationships

Environment Fraction

Fraction 30 concentrations

Relationship between a and

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