Maintain drug concentration at certain levels |
PID control |
Easy to implement; flexible structure for functional expansion. |
Design of PID controllers usually needs linear models. The linear approximation of the nonlinear model leads to information loss that eventually decreases control performance. |
For anesthesia delivery146. For designing anti-retroviral therapy for HIV165. |
Balance between drug toxicity, drug cost and therapeutic performance |
Optimal control |
Balance drug cost, toxicity and therapeutic performance. |
More computations are required. Weighting variables Q and R are sensitive and they should be adjusted carefully. |
For optimal imatinib treatment for leukemia model174. For eliminating cancer cells using abiraterone163. |
Handle constraints in the model; Balance between drug toxicity, drug cost and therapeutic performance |
Model predictive control |
Consider physical constraints based on drug toxicity and patient conditions. |
Solving the constrained optimization problem needs additional work to ensure stability, optimality and feasibility. |
For stabilizing HIV infection165. For anesthesia delivery with uncertainty175. |