The computational parameter such as docking study, log P determination and ADME prediction were performed to exploit the results.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 1.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 1. Figure 4 Approximate solution u at time 10.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 2. Figure 6 Approximate solutions s and u at time 25.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 2. We consider now the full system (1).
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 3. The inset is a checkerboard graph corresponding to the function s. Figure 10 Approximate solutions v and w at time 2.5.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 3. The inset is a checkerboard graph corresponding to the function w. Figure 11 Approximate solutions u and s at time 25.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 3. The inset is a checkerboard graph corresponding to the function w.
Figure 1 Approximate solution u at time 0. Graph of the approximate solution u of Equation (1) on the domain Ω = [ 0, 1 ] × [ 0, 1 ] at the time 0. The model and computational parameters, as well as the initial and boundary conditions, are given in Example 1. Figure 2 Approximate solution u at time 6.
The model and computational parameters, as well as the initial and boundary conditions, are given in Example 1. Figure 3 Approximate solution u at time 8. Graph of the approximate solution u of Equation (1) on the domain Ω = [ 0, 1 ] × [ 0, 1 ] at the time 8.
