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6. 清楚地意识到设计对社会、文化和环境的影响
Upon completing this course, students will be able to:
• demonstrate the ability to recognize and grasp opportunities to use design skills to conceptualize and create
the future
• draw upon and integrate knowledge from diverse domains, including humanities, social sciences, natural
sciences and technologies
• demonstrate skills and theoretical foundations for self-directed designing and learning
• demonstrate capacities for critical thinking and evaluation that leads to design advances
• articulate aesthetic and ethical perspectives to guide responsible practice
• demonstrate an awareness of the social, cultural and environmental impacts of design
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)
Course introduction and overview
Introduction to Ethics in Design, Professional Ethics and Research Ethics
Reading assignments and individual seminar topic assignments
Group discussion of selected readings. Indicative material:
• Jeroen van den Hoven, Pieter E. Vermaas and Ibo van de Poel, eds. (2015). Handbook of
Ethics, Values, and Technological Design. Sources, Theory, Values and Application
Domains, Springer, Heidelberg.
• Cameron Shelley (2017). Design and Society: Social Issues in Technological Design,
Springer, Cham.
Student seminars I: Theoretical framing (challenge + value(s)), case study of existing design work and
student’s own positioning. Followed by class discussion, Q&A. Indicative challenges:
• automation (AI, robotics)
• planned obsolescence / right to repair
• freedom of information, intellectual property rights and patent law
Readings, discussion and tutorials
Student seminars I: Theoretical framing (challenge + value(s)), case study of existing design work and
student’s own positioning. Followed by class discussion, Q&A. Indicative challenges:
• consumerism / throwaway society
• labor outsourcing, use of global / local resources
• ocean health / acidification / plastic waste
Readings, discussion and tutorials
Student seminars I: Theoretical framing (challenge + value(s)), case study of existing design work and
student’s own positioning. Followed by class discussion, Q&A. Indicative challenges:
• vulnerable communities, social marginalization by design
• transportation and its environmental impact
• public health and disease control by design