Aqueous Diffusion
Aqueous diffusion of drugs is associated with large aqueous compartments such as the interstitial space and the cytosol.12,19
In addition, aqueous diffusion describes drug movement across epithelial membrane tight junctions as well as endothelial cells that line blood vessels by means of aqueous pores.
Under some circumstances relatively large molecules (molecular weight ~25,000) may pass through these pores.
Aqueous diffusion is one type of passive diffusion.
Lipid diffusion is the other type of passive diffusion.
Passive diffusion represents the most common and simplest mechanism for drug absorption, depending only on a concentration gradient.15,19
As noted earlier, Fick's law (of diffusion) describes passive diffusion in which drug molecules move from regions of higher to lower concentration.
Flux (J) (molecules per unit time) = (C1 - C2) · (Area ·Permeability coefficient) / Thickness
|
Aqueous diffusion describes movement of non-protein bound drugs as drugs associated with large plasma proteins e.g. albumin are not able to penetrate most aqueous pores.
Drugs which carry a charge may have transport influences by local electric fields, such as the nephron's transtubular membrane potential.12
The diffusion of drugs through the lipid region of the membrane bilayer represents the central limiting factor to the drug reaching its site(s) of action.
This conclusion is based on the numerous lipid barriers which separate body compartments.
The lipid: aqueous partition coefficient described previously predicts how easily a drug moves between aqueous and lipid regions.
Drugs that are weak acids or weak bases may either gain or lose charge depending on local pH.
This is an important consideration given that charged drugs are less likely to move easily through the lipid region of the membrane bilayer.12,19
A charged drug associates with water molecules (hydrophilic) and movement into the lipid region is energetically unfavorable.
The lipid soluble form of the drug is uncharged and the aqueous soluble form is charged.
The ratio of these forms for a weak acid or weak base drug is described by the Henderson-Hasselbalch equation.
|
|
|
|
References
|