hexagons
简明释义
n. [数]六边形;六角钢(hexagon 的复数)
英英释义
单词用法
六角头 | |
n. 六角形螺栓 |
同义词
六边形形状 | 蜂巢结构是由六边形形状组成的。 | ||
六边形多边形 | 在几何学中,六边形多边形被称为六边形。 |
反义词
圆形 | 这个设计使用了圆形而不是六边形。 | ||
正方形 | We can use squares to create a different pattern than hexagons. | 我们可以使用正方形来创造与六边形不同的图案。 |
例句
1."The Candy chandelier" is equilateral hexagons, can be combined freely into sizes and shapes like a honeycomb structure.
“甜蜜吊灯”由等边六角形个体,取蜂巢的组合结构,可自由组合成大小不一,造型各异的吊灯。
2.C_(60) is one kind of fullerene with high conjugated cage-types structure. Its covalence between two hexagons has high reactivity, which behaves as addition reaction of double bond.
是高度共轭的笼状结构的碳素体,分子结构中六边形环间的共价碳碳双键是富电子区,反应性能与烯烃有类似性,主要表现为双键加成。
3.The gate hairpin comes in the shapes of squares, rectangles, diamonds, hexagons, octagons, and etc.
门簪有方形、长方形、菱形、六角形、八角形等样式。
4.I mean a good example of that is if you look at those geodesic things, for example, it's made of all these hexagons and pentagons.
这是很好的例子,如果你几何地来理解那些概念的话,它由五边形和六边形拼成。
5.And it's the same shape and structure as a soccer ball - with 12 pentagon, and 20 hexagons.
它和足球的形状和结构一样——由12个五边形和20个六边形构成。
6.They could be rectangular, hexagons, or any shape, really.
它们可能是矩形,六角形,或任何形状,真的。
7.In geometry class, we learned how to calculate the area of hexagons (六边形).
在几何课上,我们学习了如何计算hexagons (六边形) 的面积。
8.The architect used hexagons (六边形) in the design of the new community center.
建筑师在新社区中心的设计中使用了hexagons (六边形)。
9.Many tiles are designed in hexagons (六边形) for a modern look.
许多瓷砖采用hexagons (六边形) 的设计,以营造现代感。
10.The honeycomb structure is made up of tiny hexagons (六边形) that maximize space.
蜂窝结构由微小的hexagons (六边形) 组成,最大化空间利用。
11.The soccer field is marked with various shapes, including hexagons (六边形) for training drills.
足球场上用不同的形状标记,包括用于训练的hexagons (六边形)。
作文
In the world of geometry, shapes play a crucial role in understanding the principles of design and structure. One of the most fascinating shapes is the hexagon, which is a six-sided polygon. The beauty of the hexagon lies not only in its symmetry but also in its versatility across various fields such as architecture, nature, and art. This essay will explore the significance of hexagons and how they manifest in our daily lives, showcasing their unique properties and applications.Firstly, let us consider the geometric properties of the hexagon. A regular hexagon has equal sides and angles, each measuring 120 degrees. This uniformity allows for efficient packing, making it an ideal shape for tiling surfaces without any gaps. For instance, honeycombs, which are built by bees, are composed of hexagons. This natural design maximizes space and minimizes the amount of wax needed to create the structure, demonstrating the efficiency of the hexagon in nature.Moreover, hexagons are prevalent in various aspects of human-made designs. In architecture, hexagonal patterns can be seen in tiles, windows, and even entire buildings. The use of hexagons in design not only adds aesthetic appeal but also enhances structural integrity. For example, the famous geodesic dome, popularized by architect Buckminster Fuller, utilizes hexagonal shapes to distribute stress evenly, resulting in a stable and lightweight structure.In addition to architecture, hexagons are also significant in the realm of art. Artists often employ hexagonal patterns to create visually striking pieces that draw the viewer's attention. The repetition of hexagons can evoke a sense of rhythm and harmony in a composition, allowing for creative expression through geometry. From modern abstract art to traditional mosaics, the hexagon serves as a powerful tool for artists looking to explore the intersection of shape and color.Furthermore, the role of hexagons extends to science and technology. In chemistry, the molecular structure of certain compounds, such as benzene, is represented by hexagonal arrangements of atoms. This hexagonal configuration is crucial for understanding the behavior and properties of these compounds, showcasing how geometry intersects with the natural sciences.In conclusion, the hexagon is more than just a simple geometric shape; it is a fundamental element that appears in various forms across nature, architecture, art, and science. Its unique properties make it an efficient and aesthetically pleasing choice for designers and architects alike. By recognizing the importance of hexagons in our world, we can gain a deeper appreciation for the intricate connections between geometry and the many facets of life. Whether in the honeycomb of a beehive or the design of a modern building, hexagons continue to inspire innovation and creativity, reminding us of the beauty found in mathematical precision and natural forms.
在几何学的世界中,形状在理解设计和结构原理方面起着至关重要的作用。其中一个最迷人的形状是六边形,它是一个六边的多边形。六边形的美丽不仅在于其对称性,还在于它在建筑、自然和艺术等各个领域的多样性。本文将探讨六边形的重要性以及它们如何在我们的日常生活中表现出来,展示它们独特的特性和应用。首先,让我们考虑一下六边形的几何属性。一个规则的六边形具有相等的边和角,每个角度为120度。这种均匀性允许高效的填充,使其成为无缝铺设表面的理想形状。例如,蜜蜂建造的蜂巢由六边形构成。这种自然设计最大化了空间利用率,并最小化了制作结构所需的蜡量,展示了六边形在自然界中的效率。此外,六边形在各种人造设计中也很常见。在建筑中,可以看到六边形图案出现在瓷砖、窗户甚至整个建筑物中。使用六边形的设计不仅增加了美感,还增强了结构的完整性。例如,著名的地球穹顶,由建筑师巴克敏斯特·富勒推广,利用六边形形状均匀分配压力,形成稳定且轻便的结构。除了建筑,六边形在艺术领域也具有重要意义。艺术家们经常使用六边形图案来创作视觉上引人注目的作品,吸引观众的注意力。六边形的重复可以在作品中唤起节奏感和和谐美感,使几何形状成为创作表达的工具。从现代抽象艺术到传统马赛克,六边形在艺术家的创作中发挥着重要作用。此外,六边形的作用还扩展到科学和技术领域。在化学中,某些化合物的分子结构,如苯,通常用六边形的原子排列表示。这种六边形的结构对于理解这些化合物的行为和特性至关重要,展示了几何与自然科学之间的交集。总之,六边形不仅仅是一个简单的几何形状;它是一个基本元素,在自然、建筑、艺术和科学等各个领域以不同形式出现。它独特的特性使其成为设计师和建筑师的高效而美观的选择。通过认识到六边形在我们世界中的重要性,我们可以更深刻地欣赏几何与生活各个方面之间错综复杂的联系。无论是在蜂巢的六边形中,还是在现代建筑的设计中,六边形继续激发创新和创造力,提醒我们在数学精确性和自然形式中发现的美丽。