dedendum circule

简明释义

齿根圆

英英释义

例句

1.In designing the mechanism, we must consider the dedendum circule to avoid interference with the adjacent parts.

在设计机制时，我们必须考虑根圆以避免与相邻部件的干涉。

2.The dedendum circule must be aligned correctly to ensure smooth operation of the machinery.

根圆必须正确对齐，以确保机器的平稳运行。

3.The engineer calculated the necessary dimensions of the gear, ensuring the dedendum circule was properly defined.

工程师计算了齿轮所需的尺寸，确保根圆得到了正确的定义。

4.The dedendum circule plays a crucial role in the overall efficiency of the gear system.

根圆在齿轮系统的整体效率中起着至关重要的作用。

5.When measuring the gears, it is essential to accurately determine the dedendum circule for optimal performance.

在测量齿轮时，准确确定根圆对于最佳性能至关重要。

作文

In the world of geometry, we often encounter various terms that describe specific shapes and their properties. One such term is dedendum circule, which refers to the portion of a circle that is below the line of action in a mechanical context. Understanding this concept is crucial for students and professionals alike, especially those involved in engineering and design. The dedendum circule plays a significant role in the analysis of gears and other mechanical components where circular motion is essential.To grasp the importance of dedendum circule, one must first understand the basic properties of circles. A circle is defined as a set of points equidistant from a central point called the center. When considering gear systems, the dedendum circule becomes relevant in understanding how gears mesh together. The interaction between two gears can be analyzed by looking at their respective dedendum circules, as this determines how effectively they transfer motion.For instance, when designing a gear system, engineers must take into account the dedendum circule to ensure that there is enough clearance between the gears. If the dedendum circule is not properly accounted for, it could lead to mechanical failure or inefficient operation. Therefore, a thorough understanding of this term is vital for anyone working in fields that involve mechanics or machinery.Moreover, the dedendum circule can also have implications in the field of robotics. As robots often rely on gears for movement, understanding how the dedendum circule interacts with other components can help engineers create more efficient designs. By optimizing the dedendum circule, engineers can improve the overall performance of robotic systems, leading to advancements in technology.In addition to its practical applications, the concept of dedendum circule can also be explored from a mathematical perspective. When calculating the dimensions of gears, the dedendum circule is often included in formulas that determine the pitch diameter and other critical measurements. This mathematical approach underscores the interconnectedness of geometry and engineering principles, highlighting the importance of precise calculations in design processes.Furthermore, education plays a key role in disseminating knowledge about concepts like dedendum circule. In academic settings, students are introduced to these terms through textbooks and lectures, but hands-on experience is equally important. Workshops and lab sessions allow students to see the real-world applications of the dedendum circule in action, reinforcing their understanding and encouraging innovation.In conclusion, the term dedendum circule may seem specialized, but its relevance spans multiple disciplines, including engineering, robotics, and mathematics. By understanding the dedendum circule, individuals can enhance their knowledge of mechanical systems and contribute to advancements in technology. As we continue to explore the intricacies of geometry and its applications, the dedendum circule serves as a reminder of the importance of foundational concepts in driving innovation and efficiency in various fields.

在几何学的世界中，我们经常会遇到描述特定形状及其属性的各种术语。其中一个术语是dedendum circule，它指的是在机械上下文中低于作用线的圆的一部分。理解这个概念对学生和专业人士来说至关重要，尤其是那些从事工程和设计的人。dedendum circule在分析齿轮和其他机械部件时起着重要作用，这些部件的圆周运动是必不可少的。要理解dedendum circule的重要性，首先必须了解圆的基本属性。圆被定义为距离中心点（称为中心）等距的一组点。在考虑齿轮系统时，dedendum circule在理解齿轮之间如何啮合时变得相关。两个齿轮之间的相互作用可以通过观察它们各自的dedendum circule来分析，因为这决定了它们传递运动的有效性。例如，在设计齿轮系统时，工程师必须考虑dedendum circule以确保齿轮之间有足够的间隙。如果没有正确考虑dedendum circule，可能会导致机械故障或效率低下。因此，深入理解这个术语对于任何从事机械或机器领域工作的人来说都是至关重要的。此外，dedendum circule在机器人领域也可能具有影响。由于机器人通常依赖齿轮进行运动，因此理解dedendum circule与其他组件的相互作用可以帮助工程师创造更高效的设计。通过优化dedendum circule，工程师可以提高机器人系统的整体性能，从而推动技术进步。除了实际应用之外，dedendum circule的概念还可以从数学角度进行探讨。在计算齿轮的尺寸时，dedendum circule通常包含在确定节径和其他关键测量的公式中。这种数学方法强调了几何学与工程原理之间的相互联系，突显了在设计过程中精确计算的重要性。此外，教育在传播关于dedendum circule等概念的知识方面发挥着关键作用。在学术环境中，学生通过教科书和讲座接触到这些术语，但实践经验同样重要。研讨会和实验室课程使学生能够看到dedendum circule在实际应用中的运作，增强他们的理解并鼓励创新。总之，dedendum circule这个术语看似专业，但它的相关性跨越多个学科，包括工程、机器人和数学。通过理解dedendum circule，个人可以增强对机械系统的知识，并为技术进步做出贡献。随着我们继续探索几何学的复杂性及其应用，dedendum circule提醒我们基础概念在推动各个领域创新和效率中的重要性。