Accession Number : ADA295654

Title :   Kinematic and Stability Motion Limits for a Hexapod Walking Machine.

Descriptive Note : Master's thesis,

Corporate Author : NAVAL POSTGRADUATE SCHOOL MONTEREY CA

Personal Author(s) : Dunton, Elizabeth M.

PDF Url : ADA295654

Report Date : MAR 1995

Pagination or Media Count : 91

Abstract : The major problem addressed by this research is to investigate and implement the basic concepts necessary to lay the groundwork for efficient forms of motion planning, motion control, and gait algorithms with respect to hexapod walking machines. Specifically, the approach taken was to develop and implement the concepts of a stability margin and a joint space motion margin on an object-oriented representation of the Aquarobot. The model was generated in Franz Common Lisp and simulated via Allegro Common Windows. A method by which distance computations can be calculated and applied to the center of mass and triangular support pallem of a walking machine to determine the stability margin is introduced. Inverse kinematics and joint limits are utilized to ascertain the joint space motion margin of the model. Response to impending instability and the effect when ajoint hits or approaches ajoint kinematic limit on the motion of the hexapod walking machine by stopping the model is also addressed. The results are as follows: the concepts of the joint space motion margin and the stability margin can be successfully implemented on a kinematic model and graphical simulation of a hexapod walking machine. These concepts contribute to future work in the area of more efficient free gait algorithms, specifically asynchronous gait algorithms. (AN)

Descriptors :   *COMPUTERIZED SIMULATION, *ROBOTS, KINEMATICS, COMPUTER PROGRAM DOCUMENTATION, ALGORITHMS, SOFTWARE ENGINEERING, POSITION(LOCATION), STABILITY, ROBOTICS, OPTIMIZATION, UNDERWATER VEHICLES, HULLS(MARINE), WALKING, MOTION, THESES, LIMITATIONS, COMPUTER GRAPHICS, SYSTEMS ANALYSIS, CONTROL THEORY, RANGE(DISTANCE), SYSTEM SAFETY, JOINTS.

Subject Categories : Computer Programming and Software
      Cybernetics

Distribution Statement : APPROVED FOR PUBLIC RELEASE