Continuum robots present designers with the challenges of interpreting the geometric conditions that lead to singularity. Unlike serial robots, where it is easy to relate Plücker line coordinates to physical locations fixed in each link-attached frame, such geometric understanding is hard to visualize for continuum robots. In this paper, we explore the conditions for the singularity of continuum robots comprised of two and three segments. We derive the conditions for singularity and visualize these singular configurations with their corresponding conditions of singularity. We start the analysis assuming circular curvature, and then we discuss how the same analysis can be extended to non-circular curvature cases. We also define safety regions for singularity that depend on an assumed modal shape variation due to the elastic deflections of these robots. These safety zones can be used to produce designs and path plans that guarantee singularity-free performance despite norm-bounded deflections in configuration space.


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    Title :

    Geometric Insights into Kinematically-Singular Configurations of Planar Continuum Robots


    Additional title:

    Springer Proceedings in Advanced Robotics


    Contributors:

    Conference:

    International Symposium on Advances in Robot Kinematics ; 2022 ; Bilbao, Spain June 26, 2022 - June 30, 2022



    Publication date :

    2022-06-18


    Size :

    11 pages





    Type of media :

    Article/Chapter (Book)


    Type of material :

    Electronic Resource


    Language :

    English






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