rectangular

简明释义

英[rekˈtæŋɡjələ(r)]美[rekˈtæŋɡjələr]

adj. 长方形的，矩形的；（固体底、截面或侧面）呈长方形的；成直角的，有直角的

英英释义

单词用法

同义词

反义词

例句

1.Walls contain the mudflow to a rectangular region in the center of the image.

墙壁包含泥流到图像中心的一个矩形区域。

2.The working chamber is rectangular so as to achieve the maximum of effective volume.

长方形工作室，使有效容积达到最大。

3.In Figure 3, each rectangular box has two compartments.

在图3中，每个矩形都划分为两个隔间。

4.My camera stands rectangularly with the rectangular part running north and south.

我的相机直立放置，矩形部分南北放置。

5.The form's design view shows rectangular cells.

表单的设计视图显示矩形网格。

6.Rectangular color schemes are not only the most complex, but the hardest to work with.

矩形选色法不仅是最复杂的，而且是最难搞懂的。

7.Rectangular color schemes are not only the most complex, but the hardest to work with.

矩形选色法不仅是最复杂的，而且是最难搞懂的。

8.The rest are square or rectangular.

其余的都是正方形或长方形的。

9.A matrix is just a rectangular way of Numbers.

一个矩阵是一个矩形的数字。

10.The table in the dining room is rectangular.

餐厅里的桌子是矩形的。

11.We need a rectangular piece of paper for the project.

我们需要一张矩形的纸来做项目。

12.The garden has a rectangular shape.

花园的形状是矩形的。

13.He drew a rectangular box on the board.

他在黑板上画了一个矩形的盒子。

14.The swimming pool is rectangular, making it easy to swim laps.

游泳池是矩形的，方便游泳。

作文

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当我们想到几何形状时，首先想到的就是矩形。矩形被定义为一种四边形（或四边形），其对边长度相等且有四个直角。这种特定的形状可以描述为rectangular（矩形的），强调了它具有直边和直角的特性。rectangular（矩形的）形状不仅在数学中普遍存在，而且在我们日常生活的各个方面也很常见。 例如，考虑典型房间的设计。大多数房间都是以rectangular（矩形的）形状设计的，这样可以有效利用空间。墙壁在直角处对齐，家具通常安排在这个rectangular（矩形的）布局中。这种安排最大化了可供移动和功能使用的区域，使人们更容易在空间中导航。 在建筑学中，由于其结构完整性，rectangular（矩形的）形状的使用是常见的。建筑物通常以rectangular（矩形的）基础建造，提供稳定性和支持。rectangular（矩形的）设计使建筑师能够创造出功能性空间，如办公室、教室和居住区，既美观又实用。 此外，rectangular（矩形的）形状的概念扩展到技术领域。电视、电脑显示器和智能手机的屏幕通常是rectangular（矩形的）。这种形状不仅增强了观看体验，提供了更宽广的视野，还与大多数数字内容的设计相一致，这些内容通常以rectangular（矩形的）格式创建。因此，用户发现以这种方式呈现的媒体更易于互动。 在艺术和设计中，rectangular（矩形的）形状经常被利用。艺术家常常选择rectangular（矩形的）画布进行绘画，因为这种形状可以实现平衡的构图。此外，平面设计师在创建网站和广告时也使用rectangular（矩形的）布局，确保元素以视觉上吸引人的方式组织。rectangular（矩形的）设计的可预测性使其成为有效沟通视觉媒体的重要工具。 此外，在科学领域，rectangular（矩形的）棱柱是一个重要的几何图形。它作为理解三维空间的基础模型。科学家和工程师在计算和设计中经常使用rectangular（矩形的）棱柱，因为这些形状简化了与体积和表面积相关的复杂问题。rectangular（矩形的）棱柱的简单几何形状使数据操作更容易，概念可视化更清晰。 总之，rectangular（矩形的）形状在建筑、技术、艺术和科学等多个领域中至关重要。它在我们日常生活中的存在突显了它的重要性和多样性。通过理解rectangular（矩形的）形式的意义，我们可以欣赏它们在增强功能性、美学和清晰度方面所发挥的作用。无论是在房间、建筑、屏幕还是艺术作品中，rectangular（矩形的）形状都是塑造我们与周围世界的体验和互动的重要元素。