| 单词 | 几何形状 |
| 释义 | 〔face〕The appearance and geologic surface features of an area of land; topography.地表特征：某一区域陆地表面和有几何形状的表面；地形〔Demuth〕American painter known for his still-life watercolors. He was one of the first artists to use the geometric shapes of modern technology in his work.德穆思，查尔斯：(1883-1935) 美国画家，因他的静物水彩画而出名。他是首先在其作品中使用现代技术中的几何形状的画家之一〔Escher〕Dutch artist whose lithographs and woodcuts depict imaginary metamorphoses, geometric distortions, and architectural impossibilities.艾歇尔，毛（里蒂斯）·科（内利乌斯）：(1898-1972) 荷兰艺术家，他的石板画和木刻画描绘了想象中的变形、不规则的几何形状以及在建筑上不可能实现的几何形状〔Herzberg〕German-born Canadian physicist. He won a 1971 Nobel Prize for chemistry for his contributions to the understanding of the electronic structure and geometry of molecules.赫尔茨伯格，格哈得：(生于 1904) 德裔加拿大物理学家。他因理解分子的电子构造与几何形状而做出的贡献而获1971年诺贝尔化学奖〔Stella〕American painter whose abstract works are characterized by geometric forms, brilliant colors, and often irregularly shaped canvases.斯特拉，弗兰克·菲利普：(生于 1936) 美国画家，他的抽象作品以几何形状、鲜丽色彩和常常是不规则形状画布为特征〔cubism〕A nonobjective school of painting and sculpture developed in Paris in the early 20th century, characterized by the reduction and fragmentation of natural forms into abstract, often geometric structures usually rendered as a set of discrete planes.立体派：20世纪初出现于巴黎的一个绘画和雕刻抽象流派，其特征是把各种自然形态简化并分裂成抽象的、通常为几何形状的结构，并常被描绘成一系列互不相联的平面〔fractal〕A geometric pattern that is repeated at ever smaller scales to produce irregular shapes and surfaces that cannot be represented by classical geometry. Fractals are used especially in computer modeling of irregular patterns and structures in nature.不规则碎片形：一种几何形状，被以越来越小的比例反复折叠而产生不能被标准几何所定义的不标准的形状和表面。不规则碎片形尤被用于对天然不规则的模型和结构的计算机模型制作中 |
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