John Baillieul
Prof. J. Baillieul
Aero/Mech Engineering
Electrical and Computer Engineering
Manufacturing Engineering
BOSTON UNIVERSITY
PH: 617-353-9848 FAX: 617-353-5866
Profile
(2007)
John Baillieul's research deals with robotics, the control of mechanical systems, and mathematical system theory. He has done research and written about (1) the connections between optimal control theory and what has recently been called ``sub-Riemannian geometry,'' (2) problems in the control of nonlinear systems modeled by homogeneous polynomial differential equations, (3) the control theory of rotating elastic systems, (4) motion planning and control of kinematically redundant manipulators, and
(5) problems associated with anholonomy in planning motions for robots which have elastic joints and other components which store energy. Recently he has become interested
in problems in information based control, networked control systems, and communication- constrained control of nonholonomic systems.
Fall 2008 offering of ME501 Dynamic Systems Theory.
Spring 2006 offering of AM/MN740 Intelligent Machines.
The 48-th IEEE Conference on Decision and Control and the 28-Chinese Control Conference --- Shanghai, China, 2009
For interesting class Mini Projects, click here.
A (very) few recent publications:
1. "The Aerospace Program at Boston University---and the Origins of the College of Engineering," in the Aerospace Engineering Education During the First Century of Flight, published by the AIAA, Reston, VA, 2004, pp. 591-603.
2. "Robust and efficient quantization and coding for control of multidimensional linear
systems under data rate constraints," K. Li and J. Baillieul in International J. of Robust and Nonlinear Control, advance posting: J. Wiley Interscience, DOI: 10.1002/rnc.1142.
3. "Special Issue on Technology of
Networked Control Systems," P.J. Antsaklis and J. Baillieul, in Proceedings of the IEEE, January, 2007, 95:1, pp. 5-8. 4. "Control and Communication Challenges in Networked
Real-Time Systems," J. Baillieul and P.J. Antsaklis, in Proceedings of the IEEE, January, 2007, 95:1, pp. 9-28. 5. "Control Communication Complexity of Nonlinear Systems," W.-S. Wong and J. Baillieul, in Communications in Information and Systems, 2009, 9:1, pp. 103-140. 6. "The Standard Parts Problem and the Complexity of
Control Communication," J. Baillieul and W.-S. Wong, Preliminary version submitted to CDC 2009. The World's Smallest Inverted Pendulum Experiments 1. Essays on Mathematical Robotics Edited with S. Shankar Sastry and Hector J. Sussmann, IMA Volumes in Mathematics and Its Applications, Springer Verlag, New York, 1998.
2. Essays in Mathematical Control Theory Edited with J.C. Willems, Springer Verlag, New York, 1998. 3. Mechanics and Control: nonholonomic mechanics, control, and variational principles, with A.M. Bloch, P.E. Crouch, and J.E. Marsden, Springer, New York, 2003.Current Students:
Recent graduates:
As part of our research on nonlinear control and scaling laws, we have been developing the theory to support experiments in stabilizingwith very small scale inverted pendulums. Here are some (stainless steel) in the range of 1/2 inch down to two millimeters. Other MEMS type devices have been fabricated using surface micromachining techniques.
For lots of interesting current projects see the pages on my
Research Group.
Recent Books:
Other recent publications.