diametral

简明释义

英[daɪˈæmɪtrəl]美[daɪˈæmətrəl]

adj. 直径的

英英释义

单词用法

同义词

反义词

例句

1.It is shown that the fatigue life and the stiffness coefficients vary rapidly with the diametral clearance.

通过分析可见，径向游隙对轴承的疲劳寿命和支承刚度有显著的影响。

2.The potential profile on the diametral line on uniformly charged petal-like plane is deduced by means of potential formula of point charges.

从点电荷的电势计算公式出发推导出了瓣形均匀带电面在其直径处的电势分布。

3.Aim: To study the difference of the diametral tensile strength and hardness between the secondarily treated composite resins and the light cured composite resins.

目的：探讨经过二期处理的光固化复合树脂其径向抗张强度和硬度与单纯光固化复合树脂的差异。

4.Meshing spur gears must have the same diametral pitch.

互相啮合的直齿圆柱齿轮，必须具有相同的径节。

5.The conjugate ellipsograph is designed according to the characteristics of the main—diametral circle.

共轭椭圆规是根据主径圆的性质设计的。

6.It observes that there is diametral temperature stairs to the coil and the main reason that the coherence occurs is due to the uneven shrink of the coil at the beginning of the cooling phase.

指出带卷径向存在温度梯度，在冷却初始阶段冷缩变形不均匀是产生粘结的主要原因。

7.In the debate, the candidates expressed diametral 完全不同的 positions on climate change.

在辩论中，候选人对气候变化表达了diametral 完全不同的立场。

8.The diametral 相对的 forces acted on the structure, causing it to sway.

施加在结构上的diametral 相对的力量导致其摇摆。

9.The diametral 对称的 design of the building was praised by architects.

建筑的diametral 对称的设计受到建筑师的赞扬。

10.The two teams had diametral 对立的 views on the new policy.

这两个团队对新政策有着diametral 对立的看法。

11.Their opinions were diametral 截然相反的, making it hard to reach a consensus.

他们的意见是diametral 截然相反的，这使得达成共识变得困难。

作文

In the realm of geometry and physics, the term diametral (直径的) is often used to describe something that pertains to a diameter. Understanding this concept is crucial in various fields, from engineering to architecture. For instance, when designing a circular structure, engineers must consider the diametral (直径的) distance to ensure stability and balance. The diameter serves as a fundamental measurement that influences the overall design and functionality of the structure.To illustrate the significance of diametral (直径的) measurements, let’s take a closer look at the construction of a water tank. The tank's diameter determines how much water it can hold, directly impacting its efficiency and utility. If the diametral (直径的) measurement is incorrect, the tank may either overflow or not meet the required capacity, leading to potential failures or inefficiencies.Moreover, the concept of diametral (直径的) extends beyond physical structures. In the world of data analysis, one might encounter diametral opposition, where two viewpoints are completely opposite. This usage highlights the versatility of the term. For example, in a debate about climate change, one side may argue for immediate action while the other may advocate for a wait-and-see approach. These positions are diametral (直径的) opposites, showcasing how the term can be applied in a metaphorical sense.In mathematics, the diametral (直径的) line is essential in defining circles and spheres. The relationship between the radius and diameter is foundational; the diameter is always twice the length of the radius. This relationship is not just theoretical but has practical applications in various fields such as manufacturing and design. For instance, when creating wheels, designers must calculate the diametral (直径的) measurements to ensure compatibility with axles and other components.Furthermore, in the field of astronomy, the term diametral (直径的) can be used to describe the distances between celestial bodies. For instance, when studying the solar system, scientists often refer to the diametral (直径的) distances between planets to understand their orbits and gravitational interactions. Such measurements are vital for space exploration and can influence mission planning.In conclusion, the term diametral (直径的) plays a significant role in both practical and theoretical contexts. Whether it pertains to physical dimensions in engineering or metaphorical distances in discussions, understanding its implications can enhance our comprehension of various subjects. As we continue to explore the world around us, recognizing the importance of diametral (直径的) relationships will undoubtedly enrich our knowledge and problem-solving capabilities.

在几何和物理的领域中，术语diametral（直径的）常用于描述与直径相关的事物。理解这个概念在从工程到建筑等各个领域都是至关重要的。例如，在设计一个圆形结构时，工程师必须考虑diametral（直径的）距离，以确保稳定性和平衡性。直径作为一个基本的测量值，影响着结构的整体设计和功能。为了说明diametral（直径的）测量的重要性，让我们仔细看看水箱的建造。水箱的直径决定了它能容纳多少水，直接影响其效率和实用性。如果diametral（直径的）测量不正确，水箱可能会溢出或无法满足所需的容量，从而导致潜在的故障或低效。此外，diametral（直径的）概念超越了物理结构。在数据分析的世界中，人们可能会遇到直径对立的情况，其中两个观点完全相反。这种用法突显了这个术语的多样性。例如，在关于气候变化的辩论中，一方可能主张立即采取行动，而另一方可能主张观望。这些立场是diametral（直径的）对立，展示了这个术语在隐喻意义上的应用。在数学中，diametral（直径的）线在定义圆和球体时至关重要。半径和直径之间的关系是基础；直径总是半径长度的两倍。这个关系不仅是理论上的，它在制造和设计等多个领域都有实际应用。例如，在制作轮子时，设计师必须计算diametral（直径的）测量，以确保与车轴和其他组件的兼容性。此外，在天文学领域，术语diametral（直径的）可用于描述天体之间的距离。例如，在研究太阳系时，科学家经常提到行星之间的diametral（直径的）距离，以理解它们的轨道和引力相互作用。这些测量对于太空探索至关重要，并可能影响任务规划。总之，术语diametral（直径的）在实际和理论的上下文中都起着重要作用。无论它与工程中的物理尺寸有关，还是与讨论中的隐喻距离有关，理解其含义可以增强我们对各种主题的理解。随着我们继续探索周围的世界，认识到diametral（直径的）关系的重要性无疑会丰富我们的知识和解决问题的能力。