Mechanical Engineering, Indian Institute of Science, Bengaluru, 560012, India
"Be flexible and strong."
ME254 Compliant Mechanisms Jan. 2025 to Apr. 2025
Instructor: G. K. Ananthasuresh, Room 106, ME Building, suresh at iisc.ac.in
Lectures: Tu, Th: 08:30 AM - 10:00 AM; Venue: ME MMCR

Announcement(s)
  1. The first lecture will be on Jan. 7th, 2025, at 08:30 AM in ME MMCR. Please go through the first three lectures, which contain general overviews of compliant mechanisms and their applications.

Syllabus

Systematics and mobility analysis of compliant mechanisms. Discrete and distributed compliance. Methods of elastostatic and elastodynamic analyses including multi-axial stiffness, pseudo-rigid-body, and spring-mass-lever models. Non-dimensional analysis of compliant topologies. Energetics including mechanical advantage and efficiency; static and dynamic balancing; bistability and multistabillity. Synthesis and design methods including rigid-body replacement, topology optimization, building blocks, constraint theory, and selection maps. Applications in automotive, aerospace, biomedical, consumer products, and microelectromechanical systems

Course objectives

After taking this course, the students will be able to:
  1. Understand and appreciate the compliant-and-strong paradigm in the design of mechanical components.
  2. Analyze and synthesize compliant mechanisms using a variety of methods.
  3. Design compliant mechanisms systematically for a variety of applications including automotive and aerospace structures and mechanisms, microelectromechanical systems, biomedical devices, and consumer products.

Books and references

  1. NPTEL MOOC: https://nptel.ac.in/courses/112/108/112108211/
  2. Instructor's notes
  3. L. L. Howell, Compliant Mechanisms, Wiley, 2001.

Prerequisites

Multivariable calculus and programming experience in MATLAB are preferred. Familiarity with kinematics and mechanisms as well as finite element analysis is recommended.

Additional information

This course is open to doctoral and master's students interested in kinematics, dynamics, structural mechanics, and optimization. Undergraduate students with sufficient background can approach the instructor.