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数学曲面理论在纸艺雕塑设计中的应用
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作者 李秋月 《造纸信息》 2024年第3期106-107,共2页
数学曲面理论为多种学科提供了理论基础和解决问题的方法,特别是在纸艺雕塑设计中,该理论的应用极大地丰富了设计师的创作手段和表现力,使得作品不仅在视觉上呈现出了独特的美感,而且也在结构和形式上展现出了数学之美。文章主要探讨了... 数学曲面理论为多种学科提供了理论基础和解决问题的方法,特别是在纸艺雕塑设计中,该理论的应用极大地丰富了设计师的创作手段和表现力,使得作品不仅在视觉上呈现出了独特的美感,而且也在结构和形式上展现出了数学之美。文章主要探讨了数学曲面理论在纸艺雕塑设计中的应用,包括几何折纸艺术的创新应用、动态纸艺雕塑的互动性探索、纸艺雕塑结构优化设计的实用性提升3个方面。 展开更多
关键词 数学曲面理论 纸艺雕塑设计 跨学科融合 艺术与科学
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FINITE ELEMENT ANALYSIS OF CONCRETE BASED ON TWO SURFACE ELASTOPLASTIC MODEL
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作者 冯继玲 王世文 《Journal of Coal Science & Engineering(China)》 1997年第2期45-50,共6页
This paper presents finite element formulas based on two Surface elastoplastic yielding model. The study also discusses the numerical procedures and develops the corresponding software. These formulas have provided ac... This paper presents finite element formulas based on two Surface elastoplastic yielding model. The study also discusses the numerical procedures and develops the corresponding software. These formulas have provided accurate elastoplastic method for analysing concrete, rock and soil like materials. 展开更多
关键词 concrete elastoplastic constitutive model finite element
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On De Giorgi's conjecture: Recent progress and open problems 被引量:1
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作者 Hardy Chan Juncheng Wei 《Science China Mathematics》 SCIE CSCD 2018年第11期1925-1946,共22页
In 1979,De Giorgi conjectured that the only bounded monotone solutions to the Allen-Cahn equation △u+u-u^3=0 in R^N,are one-dimensional.This conjecture and its connection with minimal surfaces and Toda systems are th... In 1979,De Giorgi conjectured that the only bounded monotone solutions to the Allen-Cahn equation △u+u-u^3=0 in R^N,are one-dimensional.This conjecture and its connection with minimal surfaces and Toda systems are the subject of this survey article. 展开更多
关键词 De Giorgi's conjecture classification of solutions Allen-Cahn equation minimal surfaces Toda systems
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