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Real-time haptic manipulation and cutting of hybrid soft tissue models by extended position-based dynamics

  • Junjun Pan
  • , Junxuan Bai
  • , Xin Zhao
  • , Aimin Hao
  • , Hong Qin
  • Beihang University

Research output: Contribution to journalArticlepeer-review

65 Scopus citations

Abstract

This paper systematically describes an interactive dissection approach for hybrid soft tissue models governed by extended position-based dynamics. Our framework makes use of a hybrid geometric model comprising both surface and volumetric meshes. The fine surface triangular mesh with high-precision geometric structure and texture at the detailed level is employed to represent the exterior structure of soft tissue models. Meanwhile, the interior structure of soft tissues is constructed by coarser tetrahedral mesh, which is also employed as physical model participating in dynamic simulation. The less details of interior structure can effectively reduce the computational cost during simulation. For physical deformation, we design and implement an extended position-based dynamics approach that supports topology modification and material heterogeneities of soft tissue. Besides stretching and volume conservation constraints, it enforces the energy preserving constraints, which take the different spring stiffness of material into account and improve the visual performance of soft tissue deformation. Furthermore, we develop mechanical modeling of dissection behavior and analyze the system stability. The experimental results have shown that our approach affords real-time and robust cutting without sacrificing realistic visual performance. Our novel dissection technique has already been integrated into a virtual reality-based laparoscopic surgery simulator.

Original languageEnglish
Pages (from-to)321-335
Number of pages15
JournalComputer Animation and Virtual Worlds
Volume26
Issue number3-4
DOIs
StatePublished - May 1 2015

Keywords

  • deformation
  • hybrid geometric models
  • interactive cutting
  • position-based dynamics
  • tetrahedra

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