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4
To introduce the design of drug delivery systems (DDS), including the synthesis and characterization of nanocarrriers
and multifunctional DDS.
Lecture 10: 组织工程导论 Introduction to Tissue Engineering(3 学时)
介绍组织工程的概念与发展进程,以及现代组织工程前沿
To introduce the history and milestones in the development of tissue engineering, and frontier of this research topic
Lecture 11: 细胞培养 Cell Culture(3 学时)
学习各种细胞培养(原代细胞,细胞株等)的基本操作与注意事项
To introduce operation and basic principles of cell culture (primary cells and cell lines)
Lecture 12: 细胞和组织冻存 Cryopreservation(3 学时)
细胞与组织冻存的基本操作,包括各种冻存方式的优缺点
To introduce the basic principles of cryopreservation of cells and tissues, including a review of various cryopreservation
approaches
Lecture 13: 骨组织工程 Tissue Engineering for Orthopaedics(3 学时)
组织工程在骨医学中的应用,包括选用的材料、支架构建与细胞源
Applications of tissue engineering in orthopaetics, and the choices of scaffold and cell resources
Lecture 14: 皮肤和血管组织工程 Tissue Engineering for Skin and Blood Vessels(3 学时)
介绍新型生物材料及其在不同疾病模型中皮肤及血管再生中的应用
To introduce new materials and their functions in reconstruction of skin and blood vessels in different disease models
Lecture 15: 功能化组织工程 Functional Tissue Engineering for Biomedical Applications(4 学时)
介绍组织工程前沿进展,文献综述
Literature review, to introduce the frontier in tissue engineering for therapeutic treatment
Lecture 16: 复习 Review(2 学时)
18.
教材及其它参考资料 Textbook and Supplementary Readings
Introduction to Biomedical Engineering (3rd Ed.), Enderle JD, Bronzino J (eds.), Academic Press, 2011.
Biomaterials for Tissue Engineering: Methods and Protocols (Methods in Molecular Biology), (1st Ed.), Humana Press
2018.
Introduction to Biomaterials: Basic Theory with Engineering Applications (1st Ed.), 2013, Cambridge University Press
2013.
课程评估 ASSESSMENT