Figures index

From

Modeling Blood Flow in a Brain Tumor Treated Concurrently with Radiotherapy and Chemotherapy

Ranadhir Roy, Daniel N Riahi

Applied Mathematics and Physics. 2013, 1(3), 67-77 doi:10.12691/amp-1-3-4
  • Figure 1. interstitial pressure versus radial variable for tumor and normal tissue
  • Figure 2. Radial Velocity versus radial variable for tumor and normal tissue
  • Figure 3. Etanidazole (C1) and Cisplatin (C2) concentration versus radial variablein the absence of the other drugs when α = 1, time t = 1
  • Figure 4. Etanidazole (C1) and Cisplatin (C2) concentration versus radial variablein the absence of the other drugs when α = 3, time t = 1
  • Figure 5. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the absence of the other drugs when α = 1 and r = 0.25
  • Figure 6. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the absence of the other drugs when α = 1 and r = 0.5
  • Figure 7. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the absence of the other drugs when α = 1 and r = 0.75
  • Figure 8. Etanidazole (C1) and Cisplatin (C2) concentration versus radial variable in the presence of the other drugs when α = 1, time t = 1
  • Figure 9. Etanidazole (C1) and Cisplatin (C2) concentration versus radial variable in the presence of the other drugs when α = 3 time t = 1
  • Figure 10. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the presence of the other drugs when α = 1 and r = 0.25
  • Figure 11. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the presence of the other drugs when α = 1 and r = 0.5
  • Figure 12. Etanidazole (C1) and Cisplatin (C2) concentration versus time in the presence of the other drugs when α = 1 and r = 0.75