溶解の理論: 拡散層モデル

The diffusion layer model explains drug dissolution as a process occurring at the solid-liquid interface. A thin, drug-saturated layer forms at this boundary, and the solute diffuses from this stagnant layer into the bulk solution. This model provides a theoretical framework to simulate oral drug absorption and analyze experimental dissolution data.

The Noyes-Whitney equation identifies four key factors affecting dissolution rate: the diffusion rate through the stagnant layer, the drug's surface area, the concentration difference between the stagnant layer and bulk solution, and the thickness of the stagnant layer. These parameters collectively determine how quickly a drug dissolves in solution.

The concentration gradient between the drug-saturated stagnant layer and the bulk solution serves as the driving force for dissolution. A steeper concentration gradient results in a higher diffusion rate, as the solute moves from the region of higher concentration to lower concentration, continuing until equilibrium is reached.

In vitro dissolution testing is conducted at 37 degrees Celsius to replicate normal human body temperature, establishing a robust correlation between laboratory results and in vivo drug behavior. Combined with constant stirring to simulate peristaltic movements in the gastrointestinal tract, these conditions create physiologically relevant testing conditions.

Sink conditions maintain a low drug concentration in the bulk solution to sustain the concentration gradient and drive continuous dissolution. These conditions are achieved by adsorbing dissolved drugs, increasing solution volume, using fresh solvent at regular intervals, or partitioning the drug into an organic phase, preventing drug accumulation.

According to the Noyes-Whitney equation, stagnant layer thickness inversely affects dissolution rate. A thinner stagnant layer reduces the diffusion distance, allowing solute molecules to reach the bulk solution more rapidly and increasing the overall dissolution rate. This relationship is critical for predicting dissolution behavior.

Surface area is a critical parameter in the Noyes-Whitney equation that directly influences dissolution rate. A larger drug particle surface area provides more contact between the solid and the saturated stagnant layer, allowing more solute molecules to diffuse simultaneously into the bulk solution and accelerating dissolution.