equiangular

简明释义

英[ˌiːkwɪˈæŋɡjʊlə]美[ˌiːkwɪˈæŋɡjələr]

adj. 等角的

英英释义

单词用法

同义词

反义词

例句

1.To complete the surface tests of 3D profile with CMM, based on tip compensation, the equiangular graduated measurement and equidistance graduated measurement are suggested.

为使测量机完成空间旋转曲面及3D轮廓面的测量，提出等分度测量法及等距测量法。

2.To complete the surface tests of 3D profile with CMM, based on tip compensation, the equiangular graduated measurement and equidistance graduated measurement are suggested.

为使测量机完成空间旋转曲面及3D轮廓面的测量，提出等分度测量法及等距测量法。

3.This paper simplifies the gear change calculation and machine adjustment in machining equiangular helix conical milling cutter with non-circular gear method.

本文着重介绍了用非圆齿轮法加工等螺旋角锥铣刀时，使挂轮计算和调整最简化的问题。

4.Two novel spherical helical antennas are designed by projecting the planar equiangular spiral antenna onto the surfaces of hemisphere and partial sphere.

将平面等角螺旋天线投影到半球面和部分球面上，得到半球面螺旋天线和部分球面螺旋天线两种新型球面螺旋天线。

5.Microwave absorbing properties of the composites containing the planar equiangular spiral antenna arrays were investigated.

研究了含平面等角螺旋天线阵列吸波复合材料的微波吸收特性。

6.A new algorithm for tracing equiangular curves is presented to improve the machining quality of free-form surfaces.

为了提高自由曲面加工质量，提出一种等斜率曲线跟踪算法。

7.You see, with the square as the center, eight equiangular thoroughfares extend toward eight different directions.

你来看，以这座广场为中心，八条主路以相等的角度向八个方向延伸。

8.Secondly, some results of real equiangular tight frame are extended to complex equiangular tight frame.

其次把一些实等角紧框架的结果推广到了复等角紧框架。

9.If you test by the triangle's angles, possible types are right, acute, obtuse, or equiangular.

如果您用三角形的角度进行测试，那么可能的类型是直角、锐角、钝角或等角三角形。

10.Polygon SUVNPQ is equilateral and equiangular and TWOR is a rectangle.

图形为一个长方形内含一个六边形。

11.In geometry, a regular polygon is defined as one that is both equilateral and equiangular.

在几何学中，正多边形被定义为既是等边的又是等角的。

12.The equiangular triangle has all three angles equal to 60 degrees.

这个等角的三角形的三个角都等于60度。

13.When designing the room, we ensured that all corners were equiangular for aesthetic balance.

在设计房间时，我们确保所有的角都是等角的，以达到美观的平衡。

14.The architect created an equiangular layout for the new building to maximize light exposure.

建筑师为新建筑设计了一个等角的布局，以最大化光照。

15.In mathematics, an equiangular hexagon can be inscribed in a circle.

在数学中，一个等角的六边形可以被画在一个圆内。

作文

In the realm of geometry, the concept of equiangular shapes holds significant importance. An equiangular polygon is defined as a polygon where all interior angles are equal. This property not only makes equiangular polygons aesthetically pleasing but also mathematically intriguing. For instance, consider the regular triangle, which is both equilateral and equiangular. Each angle in an equilateral triangle measures 60 degrees, showcasing the harmony and balance that comes with equiangular properties. The study of equiangular figures extends beyond triangles to other polygons as well. A square, for example, is a four-sided figure that is not only equilateral but also equiangular, with each angle measuring 90 degrees. This consistent angle measurement across all vertices is a key characteristic of equiangular shapes, making them essential in various fields, including architecture and design. Architects often utilize equiangular designs to create structures that are not only functional but also visually appealing. Moreover, equiangular polygons can be found in nature and everyday life. From the symmetrical petals of certain flowers to the arrangement of leaves around a stem, the principles of equiangular shapes manifest in various forms. Understanding these shapes allows us to appreciate the natural world's beauty and complexity. Additionally, in mathematics, the study of equiangular polygons leads to deeper insights into symmetry, congruence, and the relationships between different geometric figures. In higher mathematics, the concept of equiangular extends to three-dimensional shapes as well. For instance, a cube is a three-dimensional figure that maintains equiangular properties, with all angles at right angles. This consistency is crucial in fields such as engineering, where precise measurements and angles are necessary for constructing stable and safe structures. Furthermore, in the field of physics, equiangular shapes can play a role in understanding forces and equilibrium. When analyzing forces acting on a structure, engineers must consider the equiangular properties of the materials involved to ensure stability and safety. The balance achieved through equiangular arrangements can prevent structural failures and enhance the overall integrity of designs. In conclusion, the term equiangular encapsulates a fascinating aspect of geometry that resonates across various disciplines. From its mathematical significance in polygons to its practical applications in architecture and engineering, equiangular shapes demonstrate the interconnectedness of art and science. As we continue to explore the world around us, recognizing and appreciating equiangular properties can deepen our understanding of both the natural and constructed environments. Whether in the symmetry of a flower or the precision of a building, equiangular shapes remind us of the beauty and order that geometry brings to our lives.

在几何学的领域中，equiangular 形状的概念具有重要意义。equiangular 多边形被定义为所有内角相等的多边形。这一特性不仅使得 equiangular 多边形在美学上令人愉悦，而且在数学上也引人入胜。例如，考虑正三角形，它既是等边的也是 equiangular 的。每个角度都为60度，展示了 equiangular 属性所带来的和谐美感与平衡。 equiangular 形状的研究不仅限于三角形，还扩展到其他多边形。例如，正方形是一个四边形，不仅是等边的，而且是 equiangular 的，每个角度都为90度。这种在所有顶点之间一致的角度测量是 equiangular 形状的关键特征，使其在建筑和设计等多个领域中至关重要。建筑师常常利用 equiangular 设计来创造不仅功能性强而且视觉上吸引人的结构。 此外，equiangular 多边形可以在自然界和日常生活中找到。从某些花朵对称的花瓣到叶子在茎上的排列，equiangular 形状的原则以各种形式表现出来。理解这些形状使我们能够欣赏自然界的美丽与复杂性。此外，在数学中，equiangular 多边形的研究可以深入了解对称性、全等性以及不同几何图形之间的关系。 在高等数学中，equiangular 的概念也扩展到三维形状。例如，立方体是一个保持 equiangular 特性的三维图形，所有角度均为直角。这种一致性在工程等领域中至关重要，因为精确的测量和角度对于构建稳定和安全的结构是必要的。 此外，在物理学领域，equiangular 形状在理解力和静力平衡方面也可能发挥作用。在分析作用于结构上的力时，工程师必须考虑材料的 equiangular 特性，以确保稳定性和安全性。通过 equiangular 排列实现的平衡可以防止结构失效，并增强设计的整体完整性。 总之，术语 equiangular 概括了几何学中的一个迷人方面，这一方面在各个学科中都有共鸣。从它在多边形中的数学意义到在建筑和工程中的实际应用，equiangular 形状展示了艺术与科学的相互联系。当我们继续探索周围世界时，识别和欣赏 equiangular 特性可以加深我们对自然和人造环境的理解。无论是在花朵的对称性还是建筑的精确性中，equiangular 形状都提醒我们几何学为我们的生活带来的美丽与秩序。