Efficient B-Spline Finite Elements for Cloth Simulation
Yuqi Meng, Yihao Shi, Kemeng Huang, Zixuan Lu, Ning Guo, Taku Komura, Yin Yang, Minchen Li

TL;DR
This paper introduces an efficient quadratic B-spline finite element method for cloth simulation that outperforms linear FEM in speed and accuracy, enabling realistic and detailed garment animation.
Contribution
The authors develop a full algorithmic pipeline that makes high-order B-spline FEM faster than linear FEM while improving accuracy and visual fidelity in cloth simulation.
Findings
Achieves an average 2x speedup over linear FEM.
Improves accuracy and wrinkle detail in cloth simulation.
Demonstrates robustness in contact-rich scenarios.
Abstract
We present an efficient B-spline finite element method (FEM) for cloth simulation. While higher-order FEM has long promised higher accuracy, its adoption in cloth simulators has been limited by its larger computational costs while generating results with similar visual quality. Our contribution is a full algorithmic pipeline that makes cloth simulation using quadratic B-spline surfaces faster than standard linear FEM in practice while consistently improving accuracy and visual fidelity. Using quadratic B-spline basis functions, we obtain a globally -continuous displacement field that supports consistent discretization of both membrane and bending energies, effectively reducing locking artifacts and mesh dependence common to linear elements. To close the performance gap, we introduce a reduced integration scheme that separately optimizes quadrature rules for membrane and bending…
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