Suresh G.K. Ananthasuresh
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Associate Professor
Mechanical Engineering and Applied Mechanics University of Pennsylvania |
297 Towne Building, MEAM 220 S. 33rd Street University of Pennsylvania Philadelphia, PA 19104-6315 |
Telephone: 215-898-7191 Facsimile: 215-573-6334 Electronic mail: gksuresh@seas.upenn.edu |
![]() ![]() Designed by my post-doc, Dr. Luzhong Yin.   |
My main interest is developing systematic computational methods for
synthesizing the
physical form of an elastic body so that it deforms in a prescribed way.
The device shown here amplifies input displacement by 50 times and
results in a large displacement at the output. As can be seen, the
directions of input and output displacements are reversed. Designing for
such nonintuitive behvaior is usually a trial-and-error process. We hope to
streamline it using topology optimization and other methods. Many
variations of this problem exist wherein we synthesize elastic bodies
(compliant mechanisms) for flexibility, stiffness,
strength, natural frequencies, normal mode shapes, unconventional
actuations, multi-material design, embedded objects, etc. And, we use
the developed methodologies in a number of applications, including
product design and MEMS.
We prototype most of the designs given by our systematic algorithms. The size of the prototypes ranges from the large scale to micro scale up to sub-micron (e.g., using focused ion beam). |
My first steps in research...
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| My first three compliant mechanisms (polyethylene) (with Professor Sridhar Kota)[1992]. |
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| My first compliant micro-mechanism (bulk silicon) (with Yogesh Gianchandani) [1993] |
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| A single-piece stapler: my first application in compliant mechanisms (with Laxman Saggere) [1994] |
| The mechanism I researched in my masters thesis (with Professor Steve Kramer) [1989-90]. It is an RSCR spatial four-bar mechanism. |
| The novel "follower" driven cam mechanism with intermittent motion I researched for my undergraduate senior-year project (with Prof. K. Lakshminarayana) [1988-89] |
| My first research outside of regular course work and thesis work. Algebraic synthesis of four-bar coupler curves. The curve shown here is a unique coupler curve. [1991-93] |