geometrics

简明释义

英[/dʒiːəˈmɛtrɪks/]美[/dʒiːəˈmɛtrɪks/]

n. [数] 几何学图形

英英释义

单词用法

同义词

反义词

例句

1.Exercise 3b in the associated workbook of this chapter will take you step by step through how Muggle Geometrics work to show you how they get to that peculiar state of mind.

本书配套练习册上这一章的练习3b会带着你一步步了解麻瓜的几何规则如何作用，他们又是怎样达到那种奇怪的思想状况。

2.The mechanical properties of improved double-base propellants enabled one to envisage grain geometrics with large combustion areas and consequently high thrusts .

经过改进的双基推进剂的机械性能使我们能够指望获得大燃烧面的药柱几何形状，从而得到大推力。

3.Pattern PRIDE an increasing movement toward Art Deco and Art Noveau inspired shapes and patterns, paisleys, geometrics, floral, botanicals, animal prints and birds.

图案为尊日益高涨的装饰艺术、新艺术派运动赋予形状样式、佩斯利涡漩纹花呢、图形、花鸟等动植物图案印刷以灵感。

4.When you select a category from the main navigation menu, you don't get a page listing the corresponding products. Instead, you get a splash screen, like this one for "Geometrics &Fruits"

当你从主导航菜单选择了一个类目以后，你看不到一个罗列着同类产品的页面。

5.Good at mathematics and special geometrics.

擅长数学，对几何图形反应敏捷。

6.When you select a category from the main navigation menu, you don't get a page listing the corresponding products. Instead, you get a splash screen, like this one for "Geometrics &Fruits"

当你从主导航菜单选择了一个类目以后，你看不到一个罗列着同类产品的页面。

7.This article does some deeply research on theories and techniques of sketch recognition about geometrics and designs a function model system.

本文对手绘几何图形识别理论与技术进行了深入研究，并设计实现了相应功能的原型系统。

8.Understanding geometrics is essential for anyone studying mathematics.

理解几何图形对任何学习数学的人来说都是必不可少的。

9.The fashion designer incorporated geometrics into the latest clothing collection.

时装设计师将几何图形融入最新的服装系列中。

10.The teacher introduced geometrics to the students through interactive activities.

老师通过互动活动向学生介绍了几何图形。

11.The artist used various geometrics to create a modern abstract painting.

这位艺术家使用了各种几何图形来创作一幅现代抽象画。

12.In architecture, geometrics play a crucial role in the design of buildings.

在建筑学中，几何图形在建筑设计中起着至关重要的作用。

作文

The world around us is filled with shapes and patterns that can be described using the principles of geometrics. 几何学 is a branch of mathematics that deals with the properties and relationships of points, lines, surfaces, and solids. This fascinating field not only helps us understand the physical world but also plays a crucial role in various disciplines such as art, architecture, and engineering. In this essay, I will explore the significance of geometrics and how it influences our daily lives.From the moment we wake up, we encounter geometrics in our surroundings. The design of our homes, the layout of furniture, and even the shape of everyday objects are all influenced by geometric principles. For instance, consider the simple act of arranging a room. The way we position our furniture is often based on geometric shapes—rectangles for tables, circles for rugs, and squares for cushions. These shapes not only contribute to the aesthetic appeal of a space but also enhance its functionality.In architecture, geometrics plays an even more significant role. Architects use geometric shapes to create buildings that are not only visually striking but also structurally sound. The iconic Eiffel Tower in Paris is a prime example of how geometrics can be used to create a landmark that is both beautiful and stable. The triangular lattice structure of the tower allows it to withstand strong winds while maintaining its elegant silhouette. This interplay between beauty and function is a testament to the power of geometrics in architectural design.Furthermore, geometrics extends beyond the physical realm into the world of art. Many artists have utilized geometric shapes and patterns to convey emotions and ideas. The works of Piet Mondrian, for instance, are characterized by a grid of rectangles and primary colors, showcasing how geometrics can evoke feelings of harmony and balance. Similarly, the intricate patterns found in Islamic art demonstrate the cultural significance of geometrics, where complex designs are used to reflect spiritual beliefs and aesthetic values.In addition to art and architecture, geometrics is essential in the field of technology. Computer graphics, for example, rely heavily on geometric algorithms to render images and animations. The development of video games and virtual reality experiences depends on the manipulation of geometric shapes to create immersive environments. As technology continues to advance, the importance of geometrics in these fields will only grow, opening new avenues for creativity and innovation.Moreover, understanding geometrics can enhance our problem-solving skills. Many real-world problems can be analyzed through a geometric lens, allowing us to visualize and conceptualize solutions. For instance, in urban planning, city planners use geometric models to optimize land use and transportation systems. By applying geometric principles, they can create efficient layouts that accommodate the needs of a growing population.In conclusion, geometrics is an integral part of our lives, influencing everything from the design of our homes to the art we appreciate and the technology we use. Its principles help us make sense of the world around us and provide us with the tools to innovate and create. As we continue to explore the vast possibilities of geometrics, we unlock new ways of thinking and understanding our environment, ensuring that this ancient discipline remains relevant in our modern lives.

我们周围的世界充满了可以用几何学原理来描述的形状和模式。几何学是数学的一个分支，涉及点、线、面和立体的性质和关系。这个迷人的领域不仅帮助我们理解物理世界，还在艺术、建筑和工程等多个学科中发挥着重要作用。在这篇文章中，我将探讨几何学的重要性以及它如何影响我们的日常生活。从我们醒来的那一刻起，就会在周围遇到几何学。我们家居的设计、家具的布局，甚至日常物品的形状都受到几何原理的影响。例如，考虑一下简单的布置房间的行为。我们摆放家具的方式往往基于几何形状——桌子是矩形，地毯是圆形，靠垫是方形。这些形状不仅有助于空间的美观，还增强了其功能性。在建筑中，几何学的作用更为显著。建筑师利用几何形状来创造既美观又结构稳固的建筑。巴黎的标志性埃菲尔铁塔就是一个典型例子，展示了如何利用几何学创造出既美丽又稳定的地标。塔的三角形格架结构使其能够抵御强风，同时保持优雅的轮廓。这种美与功能的相互作用证明了几何学在建筑设计中的力量。此外，几何学超越了物理领域，进入了艺术世界。许多艺术家利用几何形状和图案来传达情感和思想。皮特·蒙德里安的作品便以矩形网格和原色为特征，展示了几何学如何唤起和谐和平衡的感觉。同样，伊斯兰艺术中复杂的图案体现了几何学的文化意义，其中复杂的设计用于反映精神信仰和审美价值。除了艺术和建筑，几何学在科技领域也至关重要。例如，计算机图形学在渲染图像和动画时严重依赖几何算法。视频游戏和虚拟现实体验的发展依赖于几何形状的操控，以创建沉浸式环境。随着科技的不断进步，几何学在这些领域的重要性只会增加，为创造力和创新开辟新的途径。此外，理解几何学可以增强我们的解决问题的能力。许多现实世界的问题可以通过几何视角进行分析，使我们能够可视化和概念化解决方案。例如，在城市规划中，城市规划者使用几何模型来优化土地使用和交通系统。通过应用几何原理，他们可以创造出能够满足不断增长的人口需求的高效布局。总之，几何学是我们生活中不可或缺的一部分，影响着从我们家居设计到我们欣赏的艺术以及我们使用的技术的方方面面。它的原理帮助我们理解周围的世界，并为我们提供创新和创造的工具。随着我们继续探索几何学的广阔可能性，我们解锁了思维和理解环境的新方式，确保这一古老学科在现代生活中仍然相关。