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Tetrad of equilibria

The topic of drug partitioning between water and lipids concerns chemical equilibria. For a monoprotic weak acid (and base), the partitioning equilibria may be represented as [Pg.43]

As mentioned in Chapater 3, the law of mass action sets the concentration relations of the reactants and products. So, the equilibrium constants, termed the partition coefficients, are the quotients [Pg.43]

To distinguish partition coefficients of neutral species from ionized species, the notation log PN and log/j/ may be used, respectively, or the symbol C or A may be used as a substitute for superscript /, denoting a cation or anion, respectively. [362], [Pg.44]

It is convenient to summarize the various reactions in a box diagram, such as Fig. 4.1 [17,275,280], illustrated with the equilibria of the weak base, propranolol. In Fig. 4.1 is an equation labeled pA °et. This constant refers to the octanol pKa, a term first used by Scherrer [280]. When the concentrations of the uncharged and the charged species in octanol are equal, the aqueous pH at that point defines p which is indicated for a weak acid as [Pg.44]

Characteristic of a box diagram, the difference between the partition coefficients is equal to the difference between the two pKa values [229,275,280,362]  [Pg.44]


Figure 5.1 Phospholipid membrane-water tetrad equilibria. Only half of a bilayer is shown. [Avdeef, A., Cun Topics Med. Chem., 1, 277-351 (2001). Reproduced with permission from Bentham Science Publishers, Ltd.]... Figure 5.1 Phospholipid membrane-water tetrad equilibria. Only half of a bilayer is shown. [Avdeef, A., Cun Topics Med. Chem., 1, 277-351 (2001). Reproduced with permission from Bentham Science Publishers, Ltd.]...

See other pages where Tetrad of equilibria is mentioned: [Pg.43]    [Pg.43]    [Pg.67]    [Pg.43]    [Pg.43]    [Pg.67]    [Pg.247]   


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