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environmental, and societal context
i. A recognition of the need for and an
ability to engage in lifelong learning
The emerging field of science and
engineering will be engaged in lifelong
learning.
j. A knowledge of contemporary issues
The difficulties in developing
fabrication techniques at the micro and
nanoscale will be discussed.
Classroom
discussion,
Lecture Notes
k. An ability to use the techniques,
skills and modern engineering tools
necessary for engineering practice
Lectures and assignments will cover
theoretical use of advanced techniques
in micro- and nanotechnology.
Lecture Notes,
Homework,
Design project
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.)
Introduction - History, motivation and goal, and literature review of micro/nanorobotics:
Lectures will include an introduction of the history of this new field of research. The lecture
will introduce the motivation of using microrobotics for various in vitro and in vivo
applications, and the ongoing developments in this field.
Technological limitations and future applications:
Lectures will introduce an overview of the essential technologies used in this field, such as
microfabrication techniques, control systems, and imaging capability, and their limitations.
Lecture will also include the future perspective of microrobotics.
Scaling Laws from macro to micro/nano:
Lectures will include the physics behind scaling mobile robots from macroscale to
micro/nanoscale.
Low Reynolds number Hydrodynamics:
This topic will be closely connected to the previous topic, but with more specificity towards the
principle of low Reynolds number.
Diffusivity:
Lectures will introduce the concept of diffusivity which is a very important phenomenon to
micro/nanoscale robots. Diffusion is a source of environmental disturbance that can
significantly influence the swimming motion and trajectories of micro/nanorobots. Lessons will
cover theoretical calculation of diffusion related parameters as well as experimental techniques
to measure diffusion.
Engineering design of swimming mechanism:
Lectures will discuss the use of engineered nonreciprocal swimming mechanisms that are
effective at low Reynolds number. Lectures will introduce theoretical swimming mechanisms
such as the “Taylor sheet” and “Pushmepullyou” swimmers.
Introduction to existing micro/nanorobots:
After gaining a foundation into the fundamental knowledge in microrobotics from the previous
weeks, this week’s lectures will dive deeper into the design, fabrication, control, applications
aspects of micro/nanorobots currently in development.
Bio-inspired and inorganic micro/nanorobots case studies:
Lectures will discuss the use of bio-inspired engineering based on the swimming mechanisms
of microorganisms. Lectures will also explore the fabrication and actuation techniques of
microrobots aimed towards biomimicry. The focus will be on rotating swimmers, helical chiral
swimmers, and flexible body swimmers.
Biological micro/nanorobots case studies:
Lectures will discuss the microrobots that combine microbiology with engineered system. His
will include the methods to culture microorganisms, to harness their propulsive power, to obtain
bionanomaterial, and to exploit external stimuli for control. Case studies will include the
Flagellar nanoswimmers, Bacteria-power microrobots, Tetrahymena microrobots,