turning surface

简明释义

车削面

英英释义

例句

1.The turning surface of the wheel must be aligned properly to ensure optimal performance.

车轮的转动表面必须正确对齐，以确保最佳性能。

2.During the inspection, we found that the turning surface had excessive wear and needed replacement.

在检查过程中，我们发现转动表面磨损过度，需要更换。

3.The engineer designed a new tool specifically for enhancing the quality of the turning surface in production.

工程师设计了一种新工具，专门用于提高生产中转动表面的质量。

4.To achieve a smooth finish, it is essential to maintain the correct angle on the turning surface during machining.

为了获得光滑的表面，在加工过程中保持转动表面的正确角度至关重要。

5.The machinist carefully inspected the turning surface of the metal part for any imperfections.

机械师仔细检查金属零件的转动表面是否有任何缺陷。

作文

The concept of a turning surface is crucial in various fields, particularly in engineering and manufacturing. A turning surface refers to the surface of an object that is being rotated or turned, typically around an axis. This is often seen in processes such as lathe machining, where cylindrical parts are created by removing material from a solid block. Understanding the properties and characteristics of a turning surface can significantly impact the quality and precision of the final product.In mechanical engineering, the design of a turning surface must take into account several factors, including the material properties, the intended use of the component, and the manufacturing techniques employed. For instance, when designing a turning surface for a high-speed rotating shaft, engineers must consider the effects of centrifugal force, heat generation, and wear resistance. The choice of materials, such as metals or composites, will also influence the performance of the turning surface under operational conditions.Moreover, the geometry of the turning surface plays a significant role in determining how effectively the part can be machined. Precise measurements and tolerances must be maintained to ensure that the turning surface meets the required specifications. Any deviations can lead to imbalances, which may cause vibrations and reduce the lifespan of the machinery.In addition to engineering applications, the concept of a turning surface extends to other areas, such as physics and mathematics. In physics, the study of rotational motion often involves analyzing objects with turning surfaces. For example, when examining the motion of a wheel, understanding the turning surface helps in calculating parameters like angular velocity and acceleration.Furthermore, in mathematics, particularly in geometry, the term turning surface can refer to surfaces generated by rotating a curve around an axis. This concept is essential for visualizing three-dimensional shapes and understanding their properties. For example, when a circle is rotated around an axis, it generates a sphere, while a rectangle creates a cylinder. Such geometric transformations are foundational in various applications, including computer graphics and architectural design.In conclusion, the turning surface is a multifaceted concept that spans multiple disciplines. Its significance in engineering, physics, and mathematics underscores the importance of understanding how objects behave when subjected to rotation. By grasping the principles surrounding turning surfaces, professionals can enhance their designs, improve manufacturing processes, and contribute to advancements in technology. As industries continue to evolve, the knowledge and application of turning surfaces will remain vital for achieving precision and efficiency in production and design.

“转动面”的概念在各个领域中都至关重要，特别是在工程和制造业中。“转动面”是指物体被旋转或转动时的表面，通常围绕一个轴进行。这种情况通常出现在车床加工等过程中，通过去除固体块中的材料来创建圆柱形零件。理解“转动面”的特性和特点可以显著影响最终产品的质量和精度。在机械工程中，“转动面”的设计必须考虑多个因素，包括材料属性、组件的预期用途以及采用的制造技术。例如，在为高速旋转轴设计“转动面”时，工程师必须考虑离心力、热量产生和耐磨性的影响。材料的选择，如金属或复合材料，也会影响“转动面”在操作条件下的性能。此外，“转动面”的几何形状在确定零件加工的有效性方面也发挥着重要作用。必须保持精确的测量和公差，以确保“转动面”符合所需的规格。任何偏差都可能导致不平衡，从而引起振动并减少机械的使用寿命。除了工程应用外，“转动面”的概念还扩展到其他领域，如物理学和数学。在物理学中，旋转运动的研究通常涉及分析具有“转动面”的物体。例如，在检查轮子的运动时，理解“转动面”有助于计算角速度和加速度等参数。此外，在数学中，特别是在几何学中，“转动面”一词可以指通过围绕轴旋转曲线生成的表面。这个概念对于可视化三维形状和理解其属性至关重要。例如，当一个圆围绕轴旋转时，它会生成一个球体，而矩形则会生成一个圆柱体。这种几何变换在计算机图形学和建筑设计等各种应用中都是基础。总之，“转动面”是一个跨越多个学科的多面概念。它在工程、物理和数学中的重要性强调了理解物体在旋转时如何行为的重要性。通过掌握与“转动面”相关的原理，专业人士可以增强他们的设计，提高制造过程，并推动技术进步。随着行业的不断发展，理解和应用“转动面”将继续对实现生产和设计的精确性和效率至关重要。