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- Type of Document: M.Sc. Thesis
- Language: Farsi
- Document No: 48413 (08)
- University: Sharif University of Technology
- Department: Mechanical Engineering
- Advisor(s): Moradi, Hamed
- Abstract:
- Chemotherapy is a proven and effective systematic approach to treat various types of cancers. Despite its advantages, chemotherapy would kill healthy as well as cancer cells. To overcome this problem, different controlling strategies are implemented. This study aims to provide a medicine drug delivery schedule for chemotherapy (by designing a proper controlling system) based on the verifiable mathematical models. First, the dynamic model is analysed and stability points are reviewed. The selected model has five state variables and two inputs. In this study, the focus is on dynamic model analysis and obtaining an effective and appropriate treatment pattern by designing a proper controller. To develop a proper controlling system aimed at addressing the problem mentioned, three different algorithms, namely state-feedback; linear quadratic regulator; and µ-synthesis are implemented and studied under both ideal conditions (no disturbances, noise or uncertainty) and real-time (considering restrictions) and compared accordingly
- Keywords:
- Robust Control ; Optimal Control ; State Feedback ; Disturbance Theory ; Uncertainty ; Cancer Chemotherapy
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