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基于渐长型弹簧-粒子模型的毛笔仿真

Simulation of Chinese Brush Based on Lengthening Spring-Particle Model
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摘要 毛笔是中国传统水墨艺术数字实现的关键之一.基于毛笔的特征分析,提出一种渐长型弹簧-粒子模型,更真实地表征了毛笔的几何构造,建立了仿真毛笔的粒子行为的动力学方程,并利用计算效率较高的Verlet积分方法对其进行数值求解,以有效地提高实时性.仿真结果表明,该方法可以兼顾真实感和实时性,高效地模拟出毛笔的动态效果. Chinese brush is an important tool in the digitalizing Chinese traditional ink-wash art. Based on the analysis of brush traits, a model of spring-particle lengthening for simulation of Chinese brush is presented. The geometrical structure of brush is characterized more realistically with a spring which gradually increases in length. A dynamic equation of brush deformation is established based on the Newton's second law, and solved with the Verlet integral method to improve computation efficiency. Simulations results show that the presented method for simulating Chinese brush and its movement is realistic and effective.
出处 《上海大学学报(自然科学版)》 CAS CSCD 北大核心 2009年第3期230-234,共5页 Journal of Shanghai University:Natural Science Edition
基金 上海市教委基金资助项目(04AA02)
关键词 毛笔 渐长型弹簧-粒子模型 动力学方程 Verlet积分方法 Chinese brush spring-particle lengthening model dynamic equation Verlet integral
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参考文献8

  • 1WONG H T F,IP H H S.Virtual brush:a model-based synthesis of Chinese calligraphy[J].Computers and Graphics,2000,24(1):99-113.
  • 2XU S H,LAU F C M,TANG F,et al.Advanced design for a realistic virtual brush[J].Computer Graphics Forum,2003,22(3):533-542.
  • 3CHU S H N,TAI C L.An efficient brush model for physical-based 3D painting[C]//Proceedings of Pacific Graphics'02.Beijing:IEEE Press,2002:413-421.
  • 4CHU S H N,TAI C L.Real-time painting with an expressive virtual Chinese brush[J].IEEE Computer Graphics and Applications,2004,24(5):76-85.
  • 5YEH J S,LIEN T Y,MING O Y.On the effects of haptic display in brush and ink simulation for Chinese painting and calligraphy[C]//Proceedings of the 10th Pacific Conference on Computer Graphics and Applications (PG'02).2002:439-441.
  • 6新文益笔墨庄.毛笔简介[EB/OL].[2007-12-08].http://WWW.brushpen.com.tw/image/brush/synopsis.asp?lang=big5&wnum=11.
  • 7VERLET L.Computer experiments on classical fluids (I)-thermo dynamical properties of Lennard-Jones molecules[J].Phys Rev,1967,159:98-103.
  • 8NATSUPAKPONG S.Numerical integration method in deformable object simulation[R].Electrical Engineering and Computer Science,Case Western Reserve University,2004.

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