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其它(请具体注明)
Other(Please specify)
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
SDM 262 材料工程基础 Fundamentals of Materials Engineering
后续课程、其它学习规划
Courses for which this
course is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
教学大纲及教学日历 SYLLABUS
15. 教学目标 Course Objectives
本课程的主要任务是帮助学生:
a. 熟悉增材制造(AM)技术
b. 掌握与 AM 技术相关的基本理论、知识和技能,培养跨学科的创新思维能力
c. 深入了解各种增材制造方法和相关材料
d. 培养设计和制作复杂设备/工具的能力
e. 了解增材制造部件的测试,特性表征和质量控制 方法
f. 探索 AM 技术的未来应用和机遇
The main task of current course is to enable the students:
a. Familiarize with additive manufacturing (AM) technology
b. Acquire the fundamental theory, knowledge and skill of AM, thus to bring up interdisciplinary
innovative thinking ability;
c. Acquire deep understanding of various AM methods and corresponding materials
d. Develop ability to design and manufacture complex devices/tools
e. Learn the methods for the testing, characterization, and quality control for AM parts
f. Explore future applications and opportunities of AM technology
完成本课程的学习后,学生将能够:
a. 了解关键的增材制造技术
b. 针对每种 AM 技术,确定与加工工艺相关的关键材料属性
c. 根据具体应用情况,对增材制造方法和可用于增材制造的材料进行比较和区分
d. 考虑到加工和应用的现实设计约束,设计组件或功能性装置以满足预期需求
e. 使用 AM 技术制造组件和设备
f. 评估当前和未来的 AM 技术
Upon completion of this course, students will be able to:
a. Understand the key AM technologies
b. Identify key material properties for processibility for each AM technique
c. Compare and differentiate AM methods and processible materials based on specific application
d. Design a component or a functional device to meet desired needs with realistic design constrains
considering the processing and the application