figurate

简明释义

英[/ˈfɪɡ.jʊ.rət/]美[/ˈfɪɡ.jə.reɪt/]

adj. 有固定形状的；形成图案的；表示几何图形的

英英释义

单词用法

同义词

反义词

例句

1.It adopts the automatic control with steady cloth clamping device and figurate three sets of products at one time. It can save the labor power and improve the production efficiency.

全自动化控制，夹布装置平稳，一次定型三付，节省人力，生产效率高。

2.It adopts the automatic control with steady cloth clamping device and figurate three sets of products at one time. It can save the labor power and improve the production efficiency.

全自动化控制，夹布装置平稳，一次定型三付，节省人力，生产效率高。

3.For spiral bevel gears' formate gear, using proper figurate cutting tool and generic CNC machining center, the gear's hard tooth-surface can be milled with high speed.

螺旋锥齿轮副的成形法大轮，利用合适的成形铣刀，在通用的立式加工中心上，可以实现热处理后硬齿面的高速铣削。

4.This group of configuration mainly used to co figurate the media server name and media share directory.

这组设置主要用于配置媒体服务器的名称和指定分享媒体所在的目录。

5.The artist's work was highly figurate, showcasing the human form in dynamic poses.

这位艺术家的作品非常具象，展示了人类在动态姿势中的形态。

6.In mathematics, a figurate number represents a number that can form a regular geometric shape.

在数学中，几何数代表可以形成规则几何形状的数字。

7.The poem used figurate language to evoke vivid imagery and emotions.

这首诗使用了比喻性语言来唤起生动的意象和情感。

8.His figurate approach to storytelling made the characters come alive.

他形象化的叙事方式使得角色栩栩如生。

9.In art history, figurate representations are often discussed in relation to realism.

在艺术史中，具象表现通常与现实主义相关讨论。

作文

In the realm of mathematics and art, the term figurate is often used to describe shapes and patterns that are formed by arranging points or objects in a specific way. The concept of figurate numbers, for instance, refers to numbers that can be arranged in geometric shapes, such as triangles, squares, or pentagons. These numbers have fascinated mathematicians for centuries and serve as an excellent example of how numerical relationships can manifest in visual forms. Understanding figurate numbers requires not only mathematical skills but also an appreciation for the beauty of geometry. To illustrate this further, let’s consider triangular numbers, which are a classic example of figurate numbers. The first few triangular numbers are 1, 3, 6, 10, and so on. Each of these numbers can be represented visually as dots arranged in the shape of a triangle. For instance, the number 3 can be depicted as three dots forming the corners of a triangle, while 6 can be arranged in two rows of dots, creating a larger triangle. This visual representation helps to understand the underlying mathematical principles and creates a connection between numbers and shapes. In addition to their mathematical significance, figurate shapes also play a critical role in art and design. Artists often use geometric forms to create visually appealing compositions that draw the viewer’s eye. The interplay of shapes, colors, and lines can evoke emotions and convey messages, making the understanding of figurate forms essential for anyone interested in visual arts. For example, the works of artists like Piet Mondrian and Wassily Kandinsky rely heavily on the arrangement of figurate shapes to create harmony and balance in their pieces. Moreover, the application of figurate concepts extends beyond mathematics and art; it can also be seen in architecture and nature. Buildings often incorporate geometric designs that are both functional and aesthetically pleasing. The use of figurate forms in architecture can lead to structures that not only stand out visually but also enhance the experience of those who inhabit or visit them. Similarly, nature exhibits countless examples of figurate patterns, from the spiral shapes of seashells to the symmetry of flowers. These natural occurrences highlight the inherent beauty of figurate forms and their significance in our world. In conclusion, the term figurate encapsulates a wide range of ideas that bridge mathematics, art, and nature. By exploring figurate numbers, shapes, and patterns, we gain a deeper understanding of the connections between different fields of study. Whether through the lens of a mathematician analyzing numerical relationships or an artist creating a compelling visual narrative, the concept of figurate serves as a reminder of the intricate beauty that exists in both the abstract and tangible aspects of our lives. Embracing the idea of figurate forms allows us to appreciate the complexity and elegance of the world around us, encouraging a multidisciplinary approach to learning and creativity.

在数学和艺术的领域中，术语figurate通常用于描述通过以特定方式排列点或物体形成的形状和图案。例如，figurate数字指的是可以以几何形状（如三角形、正方形或五边形）排列的数字。这些数字几个世纪以来一直吸引着数学家，并且是数值关系如何以视觉形式表现的优秀示例。理解figurate数字不仅需要数学技能，还需要对几何之美的欣赏。 为了进一步说明这一点，让我们考虑三角数，这是figurate数字的经典例子。前几个三角数是1、3、6、10，依此类推。每一个数字都可以用点的形式表示，排列成三角形。例如，数字3可以表示为三个点形成三角形的角，而6可以排列成两行点，形成一个更大的三角形。这种视觉表现有助于理解潜在的数学原理，并在数字与形状之间建立联系。 除了它们的数学意义外，figurate形状在艺术和设计中也起着关键作用。艺术家们经常使用几何形状来创造视觉上吸引人的作品，吸引观众的目光。形状、颜色和线条的相互作用可以唤起情感并传达信息，因此理解figurate形态对任何对视觉艺术感兴趣的人来说都是必不可少的。例如，像皮特·蒙德里安和瓦西里·康丁斯基这样的艺术家的作品在很大程度上依赖于figurate形状的排列，以创造作品中的和谐与平衡。 此外，figurate概念的应用超越了数学和艺术；它还可以在建筑和自然中看到。建筑物通常采用几何设计，这些设计既具有功能性又具有美学吸引力。在建筑中使用figurate形态可以导致不仅在视觉上突出而且增强居住或访问者体验的结构。同样，自然界展示了无数的figurate图案，从海螺的螺旋形状到花朵的对称性。这些自然现象突显了figurate形态的固有美以及它们在我们世界中的重要性。 总之，术语figurate涵盖了一系列将数学、艺术和自然连接起来的思想。通过探索figurate数字、形状和图案，我们能够更深入地理解不同研究领域之间的联系。无论是通过分析数值关系的数学家的视角，还是通过创造引人注目的视觉叙述的艺术家的视角，figurate的概念都提醒我们，抽象和具体生活的各个方面存在复杂的美。接受figurate形态的理念使我们能够欣赏周围世界的复杂性和优雅，鼓励多学科的方法来学习和创造。