Bio


From Milton MA, Paul did his undergraduate work at Tufts University and his mechanical engineering graduate work (Ph.D) at Stanford under Thomas Kane.

Paul worked at MIT Lincoln Laboratory, NASA Ames, and MSC.Software, was a consulting editor for McGraw-Hill (mechanics), and has been a consultant for the software, robotics, biotechnology, energy, automotive, and mechanical/aerospace industries.

He developed force/motion software used by more than 12 million people worldwide and translated into 11 spoken languages. These software applications include Interactive Physics, Working Model 2D/3D, MSC.visualNastran 4D (now SimWise), NIH Simbody/OpenSim, and the symbolic manipulators Autolev/MotionGenesis.

Paul currently works on Drake, open-source software developed by TRI (Toyota Research Institute) to simulate robots and autonomous vehicles. In his role as Lead TRI/Stanford Liaison for SAIL (Toyota's Center for AI Research at Stanford), he facilitates research between TRI and Stanford.

At Stanford, Paul greatly enjoys working with students and teaches mechanics (physics/engineering), controls/vibrations, and advanced dynamics & computation/simulation. He has written several books on dynamics, computation, and control (broadly adopted by universities and professionals).

He is deeply grateful to students, co-instructors (TAs), faculty, and staff.

Academic Appointments


  • Adjunct Professor, Mechanical Engineering

Administrative Appointments


  • Lead TRI/Stanford Liaison, Toyota Research Institute (2018 - Present)

Honors & Awards


  • Tau Beta Pi Teaching Honor Roll (one of 12 instructors in school of engineering), Tau Beta Pi (2019)
  • Tau Beta Pi Teaching Honor Roll (one of 12 instructors in school of engineering), Tau Beta Pi (2018)
  • Tau Beta Pi Teaching Honor Roll (one of 12 instructors in school of engineering), Tau Beta Pi (2017)
  • Tau Beta Pi Professor of the Year, Tau Beta Pi (2010)
  • SOLE Diversity Professor of the Year/Keynote, Stanford Society of Latino Engineers (2007, 2008, 2012, 2017, 2019)
  • Co-PI Stanford K-12 Challenge, Stanford (2008)
  • Outstanding Achievement in Engineering Practice (mid-career award), Tufts University (2003)
  • NDES Best Desktop Software award, MSC Software (1998)
  • NASA Tech Briefs Product of the Year, Knowledge Revolution (1998)
  • Design News Product of the Year, Knowledge Revolution (1996)

Boards, Advisory Committees, Professional Organizations


  • Member, ASME - American Society of Mechanical Engineers (1984 - Present)

All Publications


  • A Unified Method for Multi-Body Systems Subject to Stick-Slip Friction and Intermittent Contact IEEE/RSJ International Conference on Intelligent Robots and Systems Perkins, A. D., Abdallah, M. E., Mitiguy, P., Waldron, K. J. IEEE. 2008: 2311–2316
  • A simple method to obtain consistent and clinically meaningful pelvic angles from Euler angles during gait analysis JOURNAL OF APPLIED BIOMECHANICS Wren, T. A., Mitiguy, P. C. 2007; 23 (3): 218-223

    Abstract

    Clinical gait analysis usually describes joint kinematics using Euler angles, which depend on the sequence of rotation. Studies have shown that pelvic obliquity angles from the traditional tilt-obliquity-rotation (TOR) Euler angle sequence can deviate considerably from clinical expectations and have suggested that a rotation-obliquity-tilt (ROT) Euler angle sequence be used instead. We propose a simple alternate approach in which clinical joint angles are defined and exactly calculated in terms of Euler angles from any rotation sequence. Equations were derived to calculate clinical pelvic elevation, progression, and lean angles from TOR and ROT Euler angles. For the ROT Euler angles, obliquity was exactly the same as the clinical elevation angle, rotation was similar to the clinical progression angle, and tilt was similar to the clinical lean angle. Greater differences were observed for TOR. These results support previous findings that ROT is preferable to TOR for calculating pelvic Euler angles for clinical interpretation. However, we suggest that exact clinical angles can and should be obtained through a few extra calculations as demonstrated in this technical note.

    View details for Web of Science ID 000248703000006

    View details for PubMedID 18089919

  • Inputoutput MECHANICAL ENGINEERING Mitiguy, P. 2002; 124 (10): 88-88
  • Motion variables leading to efficient equations of motion INTERNATIONAL JOURNAL OF ROBOTICS RESEARCH Mitiguy, P. C., Kane, T. R. 1996; 15 (5): 522-532