geometrical

简明释义

英[dʒɪə'metrɪkl]美[ˌdʒiːəˈmetrɪkl]

adj. 几何的，几何学的

英英释义

单词用法

同义词

反义词

例句

1.Perhaps you remember that, when we had some very special geometrical configurations.

那么也许记得，当时我们遇到很多，特殊的几何物体。

2.The simple geometrical cabins encompass two floors.

简单的几何体小屋包括两层。

3.Seen from above, the fields looked like a geometrical pattern.

从上面往下看，那些农田像是几何图案。

4.It is equipped with an advanced GPS and laser scan technology for intelligent 3d geometrical navigation.

该车装备有先进GPS和激光扫描技术，用于智能3d几何导航。

5.If you select a vector image layer, you can use those same tools but all your strokes are converted to geometrical shapes.

如果您选择了一个矢量图形图层，您可以使用同样的工具，但您的画笔会转成几何形状。

6.Could the same approach also shed light on abstract twentieth-century pieces, from Mondrian's geometrical blocks of colour, to Pollock's seemingly haphazard arrangements of splashed paint on canvas?

同样的方法是否也适用于二十世纪的抽象作品呢？从蒙德里安的几何色块，到波洛克在画布上喷溅颜料看似随意的布局？

7.The resistivity can be calculated by applying geometrical factors to the measured resistance.

利用被测电阻的几何尺寸因素，就可以计算出电阻率。

8.The artist used geometrical 几何的 forms to create a modern piece of art.

这位艺术家使用几何的形式创作了一件现代艺术作品。

9.The geometrical 几何的 arrangement of the furniture made the room look more spacious.

家具的几何的排列使房间看起来更宽敞。

10.We need to calculate the area of these geometrical 几何的 figures for our project.

我们需要计算这些几何的图形的面积以便我们的项目。

11.The architect designed a building with intricate geometrical 几何的 patterns on the facade.

建筑师设计了一座外立面上有复杂几何的图案的建筑。

12.In mathematics, we often study geometrical 几何的 shapes like triangles and circles.

在数学中，我们经常研究像三角形和圆这样的几何的形状。

作文

In the world of art and design, the use of shapes and forms plays a crucial role in creating visually appealing compositions. One of the fundamental concepts that artists and designers often rely on is the idea of geometrical (几何的) shapes. These shapes are not only aesthetically pleasing but also serve various functional purposes in both two-dimensional and three-dimensional designs.Geometric shapes such as circles, squares, triangles, and rectangles form the backbone of many artistic creations. They can be used to create patterns, structures, and even complex images. For instance, the famous artist Piet Mondrian is well-known for his use of geometrical (几何的) forms in his paintings, where he employed simple lines and primary colors to convey a sense of harmony and balance. His work exemplifies how geometrical (几何的) shapes can evoke emotions and provoke thought through their simplicity and precision.In architecture, geometrical (几何的) shapes are essential in the design and construction of buildings. Architects often utilize geometrical (几何的) principles to ensure that their structures are not only aesthetically pleasing but also structurally sound. The iconic Sydney Opera House, for example, features a series of sail-like geometrical (几何的) forms that are both striking and functional, demonstrating the power of geometrical (几何的) design in modern architecture.Moreover, in mathematics, geometrical (几何的) concepts are foundational. Geometry, the branch of mathematics that deals with geometrical (几何的) shapes and their properties, is essential for understanding spatial relationships. Students learn about various geometrical (几何的) figures, their dimensions, and how to calculate their areas and volumes. This knowledge is not only crucial for academic success but also for practical applications in fields such as engineering, physics, and computer graphics.In addition to their practical applications, geometrical (几何的) shapes also have significant cultural and symbolic meanings. For example, the circle is often associated with unity and infinity, while the triangle may represent stability and strength. Many cultures incorporate geometrical (几何的) patterns into their art and architecture, reflecting their values and beliefs. The intricate geometrical (几何的) designs found in Islamic art are a testament to the cultural significance of these shapes, showcasing how they can be used to convey spiritual messages and cultural identity.In conclusion, the concept of geometrical (几何的) shapes is deeply embedded in various aspects of life, from art and architecture to mathematics and culture. Understanding and utilizing geometrical (几何的) forms allows us to create beauty, solve problems, and communicate ideas effectively. Whether we are designing a building, creating a piece of art, or solving a mathematical equation, the principles of geometrical (几何的) design remain fundamental to our understanding of the world around us. As we continue to explore and innovate within these realms, the importance of geometrical (几何的) shapes will undoubtedly endure, shaping our experiences and perceptions for generations to come.

在艺术和设计的世界中，形状和形式的使用在创造视觉上令人愉悦的作品中起着至关重要的作用。艺术家和设计师经常依赖的基本概念之一是geometrical（几何的）形状的理念。这些形状不仅在美学上令人愉悦，而且在二维和三维设计中都具有各种功能性目的。几何形状，如圆形、正方形、三角形和矩形，构成了许多艺术创作的骨干。它们可以用来创建图案、结构，甚至复杂的图像。例如，著名艺术家皮特·蒙德里安因其在绘画中使用geometrical（几何的）形式而闻名，他运用简单的线条和基本颜色来传达和谐和平衡的感觉。他的作品展示了geometrical（几何的）形状如何通过其简单性和精确性唤起情感和引发思考。在建筑中，geometrical（几何的）形状在建筑设计和施工中至关重要。建筑师通常利用geometrical（几何的）原理来确保他们的结构不仅在美学上令人愉悦，而且在结构上也稳固。标志性的悉尼歌剧院例如，具有一系列帆状的geometrical（几何的）形式，既引人注目又实用，展示了现代建筑中geometrical（几何的）设计的力量。此外，在数学中，geometrical（几何的）概念是基础。几何学是研究geometrical（几何的）形状及其属性的数学分支，对于理解空间关系至关重要。学生学习各种geometrical（几何的）图形、它们的维度以及如何计算它们的面积和体积。这些知识不仅对学术成功至关重要，而且在工程、物理和计算机图形等领域的实际应用中也同样重要。除了其实际应用外，geometrical（几何的）形状还具有重要的文化和象征意义。例如，圆形通常与统一和无限相关，而三角形可能代表稳定和力量。许多文化将geometrical（几何的）图案融入其艺术和建筑中，反映其价值观和信仰。伊斯兰艺术中复杂的geometrical（几何的）设计证明了这些形状的文化重要性，展示了它们如何用于传达精神信息和文化认同。总之，geometrical（几何的）形状的概念深深植根于生活的各个方面，从艺术和建筑到数学和文化。理解和利用geometrical（几何的）形式使我们能够创造美、解决问题并有效地传达思想。无论我们是在设计建筑、创作艺术作品还是解决数学方程，geometrical（几何的）设计原则始终是我们理解周围世界的基础。随着我们在这些领域继续探索和创新，geometrical（几何的）形状的重要性无疑将持续存在，塑造我们几代人的体验和感知。