rectangularity

简明释义

英[rekˌtæŋɡjʊˈlærəti]美[rekˌtæŋɡjʊˈlærətɪ]

n. 成直角；成长方形

英英释义

单词用法

同义词

反义词

例句

1.According to the difference of dimension and shape of parts, the dissertation identifies and orients them by position, area, circularity, and rectangularity.

根据零件之间的尺寸和形状差异性，利用位置、面积、圆形度和矩形度等特征参数对它们进行识别和定位。

2.Based on figure characteristics of building-polygon, two models of simplification and rectangularity of building-polygon in map generalization were presented in the paper.

依据建筑物多边形的图形特点分析了其在地图综合中两类处理模型：化简与直角化。

3.Based on figure characteristics of building-polygon, two models of simplification and rectangularity of building-polygon in map generalization were presented in the paper.

依据建筑物多边形的图形特点分析了其在地图综合中两类处理模型：化简与直角化。

4.The engineer measured the rectangularity of the metal frame to guarantee structural integrity.

工程师测量了金属框架的矩形特征以保证结构完整性。

5.In mathematics, rectangularity is often used to describe shapes that have right angles.

在数学中，矩形特征通常用来描述具有直角的形状。

6.The artist played with rectangularity in her paintings to create a sense of order.

这位艺术家在她的画作中玩弄矩形特征以创造一种秩序感。

7.The architect emphasized the importance of rectangularity in the design to ensure a modern aesthetic.

建筑师强调了设计中矩形特征的重要性，以确保现代美感。

8.When designing furniture, rectangularity can enhance functionality and space utilization.

在设计家具时，矩形特征可以增强功能性和空间利用率。

作文

The concept of rectangularity is often taken for granted in our daily lives, yet it plays a crucial role in various fields such as architecture, engineering, and design. To understand rectangularity, we must first define what it means: it refers to the quality or state of being rectangular, characterized by having right angles and opposite sides that are equal in length. This geometric property is not just a mathematical abstraction; it has practical implications that affect how we interact with the world around us.In architecture, rectangularity is fundamental in creating structures that are both aesthetically pleasing and functional. Most buildings are designed with rectangular shapes because they offer stability and maximize the use of space. For example, when designing a house, architects often use rectangularity to create rooms that are easy to furnish and navigate. The living room, kitchen, and bedrooms are typically rectangular, allowing for straightforward layouts that enhance livability.Moreover, the principles of rectangularity extend beyond mere aesthetics. In engineering, ensuring that components fit together correctly often requires precise measurements and adherence to rectangularity. For instance, when assembling machinery, engineers must ensure that parts are manufactured with exact right angles so that they can function properly. Any deviation from rectangularity could lead to mechanical failure or inefficiency, highlighting the importance of this geometric principle in practical applications.In the realm of design, rectangularity also plays a significant role. Graphic designers frequently utilize rectangular shapes in layouts to create balance and harmony within their work. Whether designing a website or a print advertisement, the use of rectangles can guide the viewer's eye and organize information effectively. This visual organization is essential in helping audiences easily digest content and understand messages.Furthermore, rectangularity is not limited to physical spaces and objects. In data visualization, for example, charts and graphs often employ rectangular shapes to represent information clearly and concisely. Bar graphs, pie charts, and other visual tools rely on rectangularity to convey complex data in an understandable format. By utilizing rectangles, designers can create a sense of order and clarity, making it easier for viewers to interpret the information presented.However, while rectangularity is prevalent in many aspects of life, it is essential to recognize that not all designs must adhere strictly to this principle. Modern architecture and abstract art often challenge traditional notions of rectangularity, embracing curves and irregular shapes to evoke emotions or make bold statements. This divergence from the norm can lead to innovative designs that push the boundaries of creativity and functionality.In conclusion, the significance of rectangularity extends far beyond its mathematical definition. It is a vital concept that influences architecture, engineering, design, and even data visualization. Understanding rectangularity allows us to appreciate the underlying structure that supports the world around us, while also recognizing the potential for creativity that exists when we step outside the confines of traditional shapes. As we continue to explore and innovate, the balance between rectangularity and organic forms will undoubtedly shape the future of design and functionality in our environments.

“矩形性”的概念在我们的日常生活中往往被视为理所当然，但它在建筑、工程和设计等多个领域发挥着至关重要的作用。要理解矩形性，我们首先必须定义它的含义：它指的是具有矩形特征的质量或状态，具有直角和相对边长度相等的特点。这种几何特性不仅仅是一个数学抽象；它在我们与周围世界互动时具有实际意义。在建筑中，矩形性是创造既美观又实用的结构的基础。大多数建筑都是以矩形形状设计的，因为它们提供了稳定性并最大化空间的使用。例如，在设计一座房子时，建筑师通常使用矩形性来创建易于布置和导航的房间。客厅、厨房和卧室通常是矩形的，使得布局简单明了，增强了居住的舒适性。此外，矩形性的原则不仅限于美学。在工程中，确保组件正确契合通常需要精确的测量和遵循矩形性。例如，在组装机械时，工程师必须确保部件的制造具有准确的直角，以便它们能够正常工作。任何偏离矩形性的情况都可能导致机械故障或效率低下，这突显了这一几何原理在实际应用中的重要性。在设计领域，矩形性也发挥着重要作用。平面设计师经常在布局中使用矩形形状，以在他们的作品中创造平衡和和谐。无论是在设计网站还是印刷广告，矩形的使用都可以引导观众的视觉，并有效地组织信息。这种视觉组织对于帮助受众轻松消化内容和理解信息至关重要。此外，矩形性并不仅限于物理空间和物体。在数据可视化中，例如，图表和图形通常采用矩形形状来清晰简洁地表示信息。条形图、饼图和其他视觉工具依赖于矩形性来以易于理解的格式传达复杂数据。通过利用矩形，设计师可以创造出一种秩序感和清晰度，使观众更容易解读所呈现的信息。然而，尽管矩形性在生活的许多方面都很普遍，但必须认识到，并非所有设计都必须严格遵循这一原则。现代建筑和抽象艺术常常挑战传统的矩形性观念，采用曲线和不规则形状以唤起情感或做出大胆的声明。这种对规范的背离可以产生推动创造力和功能性界限的创新设计。总之，矩形性的重要性远远超出了其数学定义。它是影响建筑、工程、设计甚至数据可视化的一个重要概念。理解矩形性使我们能够欣赏支撑周围世界的基本结构，同时也认识到当我们走出传统形状的局限时所存在的创造潜力。随着我们继续探索和创新，矩形性与有机形态之间的平衡无疑将塑造我们环境中设计和功能的未来。