Vector-Inner-Product-based Bending Force Calculation for Numerical Convergence Improvement 


Vol. 56,  No. 4, pp. 215-221, Aug.  2019
10.12772/TSE.2019.56.215


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  Abstract

Realistic garment simulations are required not only for academic research but also for use in practical applications such as computer-aided garment design systems. There have been several previous approaches to simulate garment deformation, including the well-known continuum mechanics and fsinite element method. Although, the particlebased method has been more favored in the area of computer graphics, because of its numerical stability and calculation speed. However, the calculation of bending force and its derivatives is a major time bottleneck, along with the collision detection and linear system solving process. Therefore, this study proposes a new theoretical framework with a vectorinner- product-based bending force term to avoid heavy calculations incurred through the conventional angle-based formula. The commercial software Mathematica®, was adopted to derive the tensor products efficiently; in addition, the final calculation speed benchmarking was tested using a three-pieced female garment data set. The sparsity of the final linear matrix was decreased and the resulting final calculation speed-up was 3.3%, for a virtual female garment dress simulation with 7,783 triangular elements.

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pISSN : 1225 - 1089
eISSN : 2288 - 6419

한국연구재단 우수등재학술지 유지 (2022년)