Robert D. Gregg IV

University of Illinois at Urbana-Champaign


Ph.D. Candidate
Graduate Research Assistant
Decision and Control Laboratory
Coordinated Science Laboratory
President, ECE Graduate Student Association
Department of Electrical and Computer Engineering
University of Illinois at Urbana-Champaign
E-mail: rgregg AT uiuc DOT edu
Adviser: Prof. Mark W. Spong


Graduate Student Senator
Chair, Graduate and Professional Affairs Committee
Illinois Student Senate
Urbana-Champaign Senate

Education History

Bachelor of Science, 2006
Christie Senior Research Scholar
Arthur M. Hopkin Scholar
Warren Dere Design Award
Department of Electrical Engineering and Computer Sciences
University of California, Berkeley

Master of Science, 2007
Department of Electrical and Computer Engineering
University of Illinois at Urbana-Champaign
  • Subrobots: Reduction-based Control with Application to Three-Dimensional Bipedal Walking Robots.
    Master's thesis, University of Illinois at Urbana-Champaign, December 2007.

    Graduate Coursework

  • Current Work

    Subrobots: Reduction-based Control of Bipedal Walking Robots
    Bipedal walking robots have been an area of interest for the past few decades. The implications of understanding this form of locomotion are great due to its human application. The potential for improving prosthetic limbs, navigating uneven terrestrial surfaces, and creating efficient locomotive mechanisms are among the many incentives that drive research in this field. The first of these applications is of particular interest: if we can teach robots to mimic humanoid walking, then we could build intelligent robotic prosthetics for assisted human walking.

    Traditional control and analysis methods become impractical with complex 3-D walking robots, motivating research in reduction-based control (based on extensions from geometric mechanics, passivity-based control, and zero dynamics) to reduce dynamics into lower-dimensional control problems. We discovered a geometric property of general robots that led to the Subrobot Theorem, which shows that any robot can be reduced to an arbitrarily lower-dimensional "subrobot" (while separately controlling the reduced degrees-of-freedom). Consequently, we have designed reduction-based control laws to achieve the first theoretical results in directional 3-D dynamic bipedal walking.




    Simulation Movies:
    (Note: If you have trouble viewing these movies through your browser, try downloading and then opening them. If you still have a codec problem, download the Intel codec bundle here -- you might have to refresh a few times to get the page to load.)
    Recent Papers:

  • Reduction-based Control with Application to Three-Dimensional Bipedal Walking Robots. (Gregg and Spong)
    To appear in the 2008 American Control Conference, Seattle, WA. Finalist for Best Student Paper Award!

  • A Geometric Approach to Three-Dimensional Hipped Bipedal Robotic Walking. (Ames, Gregg, and Spong)
    In the 2007 Conference on Decision and Control, New Orleans, LA.


  • Previous Work

    Bipedal Robotic Walking
    CHESS Bipedal Walking Group
    Center for Hybrid and Embedded Software Systems
    Department of Electrical Engineering and Computer Sciences
    University of California, Berkeley
    Advisers: Dr. Aaron Ames and Prof. Shankar Sastry

  • Stably Extending Two-Dimensional Bipedal Robotic Walking to Three Dimensions. (Ames and Gregg)
    In the 2007 American Control Conference, New York City, New York.

  • Towards the Geometric Reduction of Controlled 3-D Bipedal Walking Robots. (Ames, Gregg, Wendel, Sastry)
    In the IFAC 3rd Workshop on Lagrangian and Hamiltonian Methods for Nonlinear Control (LHMNL'06), Nagoya, Japan.

    Simulation Movies:
  • Is there Life after Zeno? Taking Executions past the Breaking (Zeno) Point. (Ames, Zheng, Gregg, Sastry)
    In the 2006 American Control Conference, Minneapolis, MN.

  • Autonomous Mechatronic Racing
    Mechatronics Design Laboratory
    Department of Electrical Engineering and Computer Sciences
    University of California, Berkeley
    Adviser: Prof. Ron Fearing

    Team 9 (Pathfinder): Rick Mann, John Breneman, Robert Gregg
    NATCAR 2006 1st Place Finishers
    The Pathfinder: Autonomous 1/10-Scale Racecar
    Berkeley Team 9
    Berkeley Engineering News, November 10, 2006 Vol. 77, no. 13F.

    NATCAR Movies:
    Hybrid Teleoperated/Autonomous Robotic Observatories
    Collaborative Observatories for Natural Environments: CONE 1.0
    Berkeley Automation Science Laboratory
    Department of Electrical Engineering and Computer Sciences
    Department of Industrial Engineering and Operational Research
    University of California, Berkeley
    Adviser: Prof. Ken Goldberg

    Teaching
    Tutor, Self-Paced Center
    Department of Computer Science
    University of California, Berkeley
    Adviser: Dr. Daniel Garcia

    Links

    These are some links to individuals and organizations that I currently work with or that have helped me get to where I am today.

    Illinois Berkeley Other