Derived wave of gradient driven diffusion's convective flux of efavirenz

This work gives the description of the derived wave induced by convective diffusive flux of gradient driven diffusion. It makes use of the autonomous system of differential equations. A four compartment system is proposed for the wave produced. The diffusive flux is studied for it is inferred to facilitate transfer of by-products (metabolites) of solution-particle (efavirenz) material. The by-product wave movement is more pronounced in the initial 5 h. The initial 2.5 h indicate a period of a stretching space. The advective movement is the main generator of movement. The interaction of the advective movement's transient state with its equilibrium potential state gives rise to other movement state-dynamics.