rhombic

简明释义

英[ˈrɒmbɪk]美[ˈrɑːmbɪk]

adj. 菱形的；斜方形的；正交的

英英释义

单词用法

同义词

反义词

例句

1.Compared with the traditional toothpaste, it's easier to use the Rhombic toothpaste and more convenient and environmental when you go out.

与传统的牙膏比拟，菱格牙膏使用起来更加简单，你外出时照应起来更加容易，且更加环保。

2.Geometric pattern of the border faults around the Yanyuan rhombic block has defined the basic features of the contemporary tectonic stress field in that region.

盐源菱块边界断裂的几何形态决定了这一地区现代构造应力场的基本特征。

3.Thus, oxalic acid is demonstrated to be crucial for the formation of polyhedron with rhombic cross section.

因此证实了草酸在菱形截面多面体的形成中起着重要作用。

4.Mineral exploration with rhombic network will achieve more better geological result and economic advantage.

在勘探工作中，采用菱形网可取得较好的地质效果和经济效益。

5.We study the grid graph and the honeycomb rectanglar torus and honeycomb rhombic torus accordingly.

笔者对格图和环面蜂巢图作了相应的研究。

6.Since the special layout of steering system, the rhombic vehicle cannot obtain the returnability by means of the steering wheel's orientation parameters.

菱形车特殊的转向轮结构布置，导致菱形车无法通过转向轮定位参数实现回正。

7.Have you ever mistaken the facial cleanser for toothpaste when you were drunk? The perfect design of the Rhombic toothpaste could save you from such awkward moments.

你曾有醉酒后误把洗面奶当做牙膏使用的经历吗？目前，这款设计绝佳的菱格牙膏能帮你解脱这些尴尬的环境。

8.The sapphire beads (1) are spherical, ellipsoidal, water drop-shaped, rhombic pillar-shaped or wheat head-shaped.

所述的蓝宝石珠(1)为球形、椭球形、水滴形、菱柱形或麦穗形。

9.The shearing work of two mutually twisted flat screw wires is a key link in the design of rhombic metal mesh weaving machines.

两根互绕扁螺旋钢丝的剪切作业是菱形金属网编织机设计中的关键一环。

10.In geometry class, we learned about the properties of a rhombic (菱形的) shape and its angles.

在几何课上，我们学习了rhombic（菱形的）形状及其角度的性质。

11.The crystal structure of the mineral is described as rhombic (菱形的), which is typical for this type of material.

这种矿物的晶体结构被描述为rhombic（菱形的），这对于这种类型的材料是典型的。

12.He drew a rhombic (菱形的) diagram to illustrate the concept more clearly.

他画了一个rhombic（菱形的）图表，以更清晰地说明这个概念。

13.The rhombic (菱形的) lattice structure provides excellent stability to the framework.

这种rhombic（菱形的）格子结构为框架提供了极好的稳定性。

14.The architect designed the windows in a rhombic (菱形的) pattern to enhance the building's aesthetics.

建筑师将窗户设计成rhombic（菱形的）图案，以增强建筑的美感。

作文

In the realm of geometry, shapes and figures are not merely abstract concepts; they play a vital role in our understanding of the world around us. One such shape that often captures the imagination of students and mathematicians alike is the rhombus. A rhombus is defined as a quadrilateral with all four sides of equal length. When we delve deeper into the properties of a rhombus, we discover its unique characteristics, one of which is its ability to be categorized as a rhombic (菱形的) shape. The term rhombic (菱形的) refers to anything that possesses the qualities or attributes of a rhombus. This includes not only the standard two-dimensional representation but also three-dimensional forms that exhibit similar properties.The significance of rhombic (菱形的) shapes extends beyond mere academic interest. In architecture, for instance, rhombic (菱形的) designs can create visually striking patterns that enhance the aesthetic appeal of buildings. The use of rhombic (菱形的) tiles in flooring can provide a unique texture and visual rhythm to a space, making it more engaging for inhabitants and visitors. Furthermore, these shapes can also be found in nature, from the crystalline structures of certain minerals to the geometric patterns observed in honeycombs.Mathematically, the rhombic (菱形的) structure offers intriguing possibilities for exploration. For example, the area of a rhombus can be calculated using the formula A = (d1 * d2) / 2, where d1 and d2 are the lengths of the diagonals. This formula not only highlights the importance of the diagonals in determining the area but also reinforces the idea that rhombic (菱形的) shapes are inherently linked to their geometric properties. Additionally, the angles of a rhombic (菱形的) figure can vary, leading to various classifications within the broader category of rhombuses.In art, the rhombic (菱形的) shape has been employed by numerous artists to convey movement and dynamism. The repetition of rhombic (菱形的) patterns can create a sense of rhythm and flow within a piece, drawing the viewer's eye across the canvas. Artists like Piet Mondrian and Victor Vasarely have utilized rhombic (菱形的) forms to explore the relationship between color, shape, and perception, showcasing the versatility and relevance of this geometric shape in creative expression.In conclusion, the concept of rhombic (菱形的) shapes is deeply embedded in various fields, from mathematics and science to art and architecture. Understanding the properties and implications of rhombic (菱形的) designs allows us to appreciate their beauty and functionality in our daily lives. Whether we encounter them in a classroom, a gallery, or the natural world, rhombic (菱形的) shapes remind us of the intricate connections between geometry and the universe we inhabit.

在几何学领域，形状和图形不仅仅是抽象概念；它们在我们理解周围世界中扮演着至关重要的角色。其中一个经常吸引学生和数学家想象力的形状是菱形。菱形被定义为四边形，四条边的长度相等。当我们深入探讨菱形的特性时，我们会发现它独特的特征，其中之一就是它能够被归类为rhombic（菱形的）形状。术语rhombic（菱形的）指的是任何具有菱形的品质或属性的事物。这不仅包括标准的二维表示，还包括展示类似属性的三维形式。rhombic（菱形的）形状的重要性超越了单纯的学术兴趣。例如，在建筑中，rhombic（菱形的）设计可以创造出视觉上引人注目的图案，增强建筑的美学吸引力。在地板中使用rhombic（菱形的）瓷砖可以为空间提供独特的纹理和视觉节奏，使其对居住者和访客更具吸引力。此外，这些形状也可以在自然界中找到，从某些矿物的晶体结构到蜂巢中观察到的几何图案。在数学上，rhombic（菱形的）结构提供了引人入胜的探索可能性。例如，菱形的面积可以使用公式A = (d1 * d2) / 2计算，其中d1和d2是对角线的长度。这个公式不仅强调了对角线在确定面积中的重要性，还加强了这样的观点：rhombic（菱形的）形状本质上与其几何属性相关。此外，rhombic（菱形的）图形的角度可以变化，导致在菱形的更广泛类别中出现各种分类。在艺术中，rhombic（菱形的）形状被许多艺术家用来传达运动和活力。rhombic（菱形的）图案的重复可以在作品中创造出节奏感和流动感，引导观众的目光穿过画布。像皮特·蒙德里安和维克托·瓦萨雷利这样的艺术家利用rhombic（菱形的）形式探索颜色、形状和感知之间的关系，展示了这一几何形状在创作表达中的多样性和相关性。总之，rhombic（菱形的）形状的概念深深植根于各个领域，从数学和科学到艺术和建筑。理解rhombic（菱形的）设计的属性和意义使我们能够欣赏它们在日常生活中的美和功能。无论我们是在教室、画廊还是自然界中遇到它们，rhombic（菱形的）形状都提醒我们几何与我们所居住的宇宙之间的复杂联系。