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6-DoF Haptic Rendering Using Continuous Collision Detection between Points and Signed Distance Fields.

Hongyi Xu, Jernej Barbic

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    This study introduces a fast continuous collision detection algorithm for signed distance fields, enabling robust 6-DoF haptic rendering of complex object contact in virtual reality and animation.

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    Area of Science:

    • Computer Graphics
    • Robotics
    • Human-Computer Interaction

    Background:

    • Continuous collision detection is crucial for realistic simulations in animation, virtual reality, and haptics.
    • Existing methods are primarily limited to polygonal geometry, hindering applications with complex shapes.
    • Signed distance fields offer a powerful representation for complex geometry.

    Purpose of the Study:

    • To develop a fast and robust continuous collision detection algorithm for point-based representations and signed distance fields.
    • To enable 6-DoF (six degrees of freedom) haptic rendering of contact for objects with complex geometry.
    • To compare different haptic rendering methods for point-versus-distance field contact.

    Main Methods:

    • An octree subdivision of the signed distance field for efficient cell traversal.
    • A method for resolving continuous collisions between point clouds and signed distance fields.
    • Investigation and comparison of continuous integration of penalty forces and constraint-based methods for haptic rendering.

    Main Results:

    • Robust and continuous detection of intersections between points and signed distance field level sets.
    • Successful rendering of contact between rigid objects with complex geometry using point clouds and signed distance fields.
    • Experimental validation showing the continuous collision detection method outperforms discrete methods, especially at high velocities.

    Conclusions:

    • The proposed algorithm provides a robust solution for continuous collision detection with signed distance fields.
    • This enables advanced 6-DoF haptic rendering for complex geometries, previously unachievable.
    • The continuous approach enhances simulation stability and realism in interactive applications.