geometric

简明释义

英[ˌdʒiːəˈmetrɪk]美[ˌdʒiːəˈmetrɪk]

adj. 几何图形的；几何的，几何学的；（与）英国早期花格窗饰（有关）的

n. 几何图形，几何模型

英英释义

单词用法

同义词

反义词

例句

1.Velázquez's 1653 portrait in oil of the Infanta Maria Marguerita hangs alongside Picasso's geometric riot of yellow, red and green of the same subject.

Velázquez的1653年的InfantaMariaMarguerita 油画肖像与毕加索的同一个主题的黄色、红色和绿色几何暴动挂在一起。

2.Why did they not discover the geometric perspective as European artists did in the Renaissance?

为什么他们没有像文艺复兴时期的欧洲艺术家那样发现几何透视法呢？

3.Indeed, sites with engravings of geometric shapes are also to be found on the island of Tasmania, which was separated from the mainland of the continent some 10,000 years ago.

事实上，塔斯马尼亚岛上也能看到一些有几何图形镌刻的遗址，该岛大约一万年前从该洲大陆分离出来。

4.It is 2 dimensional and can be geometric or organic.

它是二维的并且可以是几何的或者有机的。

5.And a standing wave means there is a geometric constraint which is what?

驻波意味着有几何限制，几何限制又是什么？

6.The boat conformation of its geometric isomer, dysamide C (2) studied by X-ray diffraction analysis is described.

描述了通过X 射线衍射分析研究的其几何异构体dysamideC（2）的船形。

7.In mathematics, geometric sequences are important for understanding patterns.

在数学中，几何的数列对于理解模式非常重要。

8.The architect's plan featured geometric patterns that added visual interest.

建筑师的设计图中有几何的图案，增加了视觉趣味。

9.The artist used geometric shapes to create a modern design.

这位艺术家使用了几何的形状来创造现代设计。

10.We learned about geometric transformations in our geometry class.

我们在几何课上学习了几何的变换。

11.The fabric had a geometric print that was very trendy this season.

这种面料有一种几何的印花，这个季节非常流行。

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 most fascinating aspects of this is the concept of geometric (几何的) patterns. These patterns are not only aesthetically pleasing but also carry significant mathematical properties that can be observed in nature and architecture. The beauty of geometric (几何的) shapes lies in their symmetry, balance, and proportion. Artists and designers often utilize these principles to create harmony within their work.For instance, consider the famous works of Piet Mondrian, who was known for his use of simple geometric (几何的) forms and primary colors. His paintings consist of rectangles and squares arranged in a precise manner, showcasing the power of geometric (几何的) abstraction. This approach not only emphasizes the visual impact of the shapes but also invites viewers to explore the relationship between color and form. The geometric (几何的) elements in Mondrian’s work reflect a deeper understanding of space and composition, which can inspire contemporary artists to experiment with similar techniques.Moreover, geometric (几何的) designs are prevalent in architecture as well. Many modern buildings incorporate geometric (几何的) shapes to create striking silhouettes against the skyline. For example, the iconic Sydney Opera House features a series of sail-like geometric (几何的) structures that not only serve an aesthetic purpose but also enhance the building's functionality. The use of geometric (几何的) forms allows architects to push the boundaries of design, leading to innovative solutions that challenge traditional architectural norms.In addition to art and architecture, geometric (几何的) patterns can be found in nature. The arrangement of leaves on a stem, the shape of snowflakes, and even the spirals of a seashell all exhibit geometric (几何的) characteristics. This phenomenon is known as fractal geometry, where complex structures emerge from simple geometric (几何的) rules. By studying these natural geometric (几何的) patterns, scientists and mathematicians can gain insights into the underlying principles governing growth and form in the natural world.Furthermore, the study of geometric (几何的) concepts extends beyond the visual arts into various fields such as mathematics and physics. In mathematics, geometric (几何的) shapes are used to solve problems related to space and measurement. Understanding the properties of geometric (几何的) figures such as triangles, circles, and polygons is fundamental to developing spatial reasoning skills. In physics, geometric (几何的) principles help describe the behavior of objects in motion, as well as the structure of the universe itself.In conclusion, the significance of geometric (几何的) patterns transcends mere aesthetics; they are foundational to understanding the world around us. Whether through the lens of art, architecture, nature, or science, geometric (几何的) shapes offer a unique perspective that enriches our comprehension of both beauty and functionality. As we continue to explore the intersection of these disciplines, the appreciation for geometric (几何的) design will undoubtedly grow, reminding us of the intricate connections that exist within our universe.

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发挥着至关重要的作用。最迷人的方面之一是geometric（几何的）图案的概念。这些图案不仅在美学上令人愉悦，而且还包含了可以在自然和建筑中观察到的重要数学属性。geometric（几何的）形状的美在于它们的对称性、平衡性和比例。艺术家和设计师经常利用这些原则来在他们的作品中创造和谐。例如，考虑彼特·蒙德里安的著名作品，他以使用简单的geometric（几何的）形式和原色而闻名。他的画作由矩形和正方形以精确的方式排列，展示了geometric（几何的）抽象的力量。这种方法不仅强调了形状的视觉冲击力，还邀请观众探索颜色与形式之间的关系。蒙德里安作品中的geometric（几何的）元素反映了对空间和构图的更深刻理解，这可以激励当代艺术家尝试类似的技术。此外，geometric（几何的）设计在建筑中也很常见。许多现代建筑结合了geometric（几何的）形状，以在天际线中创造引人注目的轮廓。例如，标志性的悉尼歌剧院就具有一系列帆船般的geometric（几何的）结构，这不仅服务于美学目的，还增强了建筑的功能性。使用geometric（几何的）形式使建筑师能够突破设计的界限，导致创新的解决方案挑战传统的建筑规范。除了艺术和建筑，geometric（几何的）图案也可以在自然中找到。叶子在茎上的排列、雪花的形状，甚至海螺的螺旋都展现出geometric（几何的）特征。这种现象被称为分形几何，其中复杂的结构从简单的geometric（几何的）规则中出现。通过研究这些自然的geometric（几何的）图案，科学家和数学家可以获得关于自然界中生长和形态的基本原则的见解。此外，geometric（几何的）概念的研究超越了视觉艺术，延伸到数学和物理等多个领域。在数学中，geometric（几何的）形状用于解决与空间和测量相关的问题。理解三角形、圆形和多边形等geometric（几何的）图形的属性是发展空间推理能力的基础。在物理学中，geometric（几何的）原则有助于描述运动物体的行为，以及宇宙本身的结构。总之，geometric（几何的）图案的重要性超越了单纯的美学；它们是理解我们周围世界的基础。无论是通过艺术、建筑、自然还是科学的视角，geometric（几何的）形状提供了一个独特的视角，丰富了我们对美和功能性的理解。随着我们继续探索这些学科的交集，对geometric（几何的）设计的欣赏无疑会增长，提醒我们宇宙中存在的复杂联系。