rhomboidal

简明释义

英[rɒmˈbɔɪdəl]美[rɑːmˈbɔɪdəl]

adj. 长斜方形的；偏菱形的

英英释义

单词用法

同义词

反义词

例句

1.During the Song and Yuan Dynasties the bronze mirrors appeared in all shapes: round, rectangular, rhomboidal, octagonal, and those with a handle.

宋，元时期出现了圆镜，长方镜，菱镜，八棱镜和带柄手镜等。

2.These cells are filled with starch grains as well as mostly one and sometimes 2 to many rhomboidal or square shaped protein crystalloids, but lipid is seldom seen.

细胞内充满淀粉粒和通常一颗亦有2至多颗菱形或方形蛋白质晶体，脂类物质极少。

3.These cells are filled with starch grains as well as mostly one and sometimes 2 to many rhomboidal or square shaped protein crystalloids, but lipid is seldom seen.

细胞内充满淀粉粒和通常一颗亦有2至多颗菱形或方形蛋白质晶体，脂类物质极少。

4.The architect designed a building with a unique rhomboidal 菱形的 layout to maximize natural light.

建筑师设计了一座独特的rhomboidal 菱形的布局的建筑，以最大化自然光。

5.The gemstone was cut into a rhomboidal 菱形的 shape to enhance its brilliance.

这颗宝石被切割成rhomboidal 菱形的形状，以增强其光彩。

6.The table had a rhomboidal 菱形的 top, making it an interesting centerpiece for the dining room.

这张桌子有一个rhomboidal 菱形的顶部，使其成为餐厅的一个有趣中心装饰。

7.In geometry class, we learned about the properties of rhomboidal 菱形的 shapes and their angles.

在几何课上，我们学习了rhomboidal 菱形的形状及其角度的性质。

8.The artist chose a rhomboidal 菱形的 canvas to create a visually striking piece.

艺术家选择了一个rhomboidal 菱形的画布来创作一件视觉上引人注目的作品。

作文

In the world of geometry, shapes play a crucial role in understanding the properties of various objects. One such shape that often captures the attention of mathematicians and artists alike is the rhomboidal form. The term rhomboidal (菱形的) refers to a geometric figure that resembles a rhombus, characterized by its four sides of equal length and opposite angles that are equal. This unique shape can be found in numerous natural and man-made structures, making it an essential concept in both mathematics and design.The beauty of the rhomboidal (菱形的) shape lies in its symmetry and balance. In architecture, for instance, many buildings incorporate rhomboidal (菱形的) elements to create visually appealing designs. The use of rhomboidal (菱形的) windows or wall panels can add an artistic flair to a structure while also enhancing its structural integrity. These shapes can help distribute weight evenly, providing stability and support to the overall design.In nature, the rhomboidal (菱形的) shape can be observed in various forms, from the arrangement of leaves on certain plants to the patterns found in crystals. For example, some minerals crystallize in a rhomboidal (菱形的) lattice structure, which influences their physical properties. The study of these natural rhomboidal (菱形的) formations not only helps scientists understand the fundamental principles of chemistry and physics but also inspires artists and designers to incorporate similar patterns into their work.Moreover, the rhomboidal (菱形的) shape has practical applications in everyday life. In sports, for instance, the design of certain equipment, like rugby balls, takes inspiration from rhomboidal (菱形的) geometry to enhance aerodynamics and performance. The unique shape allows for better grip and control, making it easier for athletes to handle the ball during play.In the realm of art, the rhomboidal (菱形的) shape has been used by various artists throughout history to create dynamic compositions. Artists like Piet Mondrian and Frank Stella have utilized rhomboidal (菱形的) patterns in their works to explore concepts of movement and space. The repetition of rhomboidal (菱形的) forms can create a sense of rhythm and harmony, drawing the viewer's eye across the canvas.Understanding the significance of the rhomboidal (菱形的) shape extends beyond just its aesthetic appeal. It encourages critical thinking and problem-solving skills, as individuals explore how these shapes can be manipulated and combined to create new forms. Whether in mathematics, science, architecture, or art, the rhomboidal (菱形的) shape continues to inspire and challenge our perceptions of the world around us.In conclusion, the rhomboidal (菱形的) shape is more than just a geometric concept; it is a bridge between various disciplines, connecting mathematics, nature, art, and design. By appreciating the beauty and utility of rhomboidal (菱形的) forms, we can gain a deeper understanding of the intricate patterns that govern our universe. As we continue to explore and innovate, the rhomboidal (菱形的) shape will undoubtedly remain a significant element in our quest for knowledge and creativity.

在几何学的世界中，形状在理解各种物体的属性方面发挥着至关重要的作用。其中一种常常吸引数学家和艺术家注意的形状是菱形的形式。术语rhomboidal（菱形的）指的是一种几何图形，类似于菱形，具有四条相等长度的边和相对角度相等的特征。这种独特的形状可以在许多自然和人造结构中找到，使其成为数学和设计中的一个重要概念。rhomboidal（菱形的）形状的美在于其对称性和平衡性。例如，在建筑中，许多建筑物采用rhomboidal（菱形的）元素来创造视觉上令人愉悦的设计。使用rhomboidal（菱形的）窗户或墙面板可以为结构增添艺术气息，同时增强其结构完整性。这些形状可以帮助均匀分配重量，为整体设计提供稳定性和支持。在自然界中，rhomboidal（菱形的）形状可以在各种形式中观察到，从某些植物上的叶子排列到晶体中的图案。例如，一些矿物以rhomboidal（菱形的）晶格结构结晶，这影响了它们的物理特性。研究这些自然rhomboidal（菱形的）形态不仅有助于科学家理解化学和物理的基本原理，还激励艺术家和设计师将类似的图案融入他们的作品中。此外，rhomboidal（菱形的）形状在日常生活中也有实际应用。例如，在体育运动中，某些设备的设计，如橄榄球，受到rhomboidal（菱形的）几何形状的启发，以增强空气动力学性能。独特的形状使得运动员在比赛中更容易控制和处理球。在艺术领域，历史上许多艺术家利用rhomboidal（菱形的）形状创作出动态构图。像彼得·蒙德里安和弗兰克·斯特拉这样的艺术家在他们的作品中使用rhomboidal（菱形的）图案来探索运动和空间的概念。rhomboidal（菱形的）形状的重复可以创造出节奏感和和谐感，引导观众的目光穿过画布。理解rhomboidal（菱形的）形状的重要性不仅仅在于其美学吸引力。它鼓励批判性思维和解决问题的能力，因为个人探索这些形状如何被操控和组合以创造新形式。无论是在数学、科学、建筑还是艺术中，rhomboidal（菱形的）形状继续激励和挑战我们对周围世界的看法。总之，rhomboidal（菱形的）形状不仅仅是一个几何概念；它是连接各个学科的桥梁，连接数学、自然、艺术和设计。通过欣赏rhomboidal（菱形的）形状的美丽和实用性，我们可以更深入地理解支配我们宇宙的复杂模式。在我们继续探索和创新的过程中，rhomboidal（菱形的）形状无疑将继续成为我们追求知识和创造力的重要元素。