swinging radius

简明释义

旋回半径

英英释义

例句

1.To avoid accidents, mark the swinging radius 摆动半径 area on the ground before moving heavy machinery.

为了避免事故，在移动重型机械之前，请在地面上标记swinging radius 摆动半径区域。

2.Understanding the swinging radius 摆动半径 is crucial for safe operation of any rotating equipment.

了解swinging radius 摆动半径对于任何旋转设备的安全操作至关重要。

3.The swinging radius 摆动半径 of the excavator can affect how close it can operate to other equipment.

挖掘机的swinging radius 摆动半径会影响它可以靠近其他设备的距离。

4.The crane operator must be aware of the swinging radius 摆动半径 to prevent collisions with nearby structures.

起重机操作员必须注意swinging radius 摆动半径，以防止与附近结构发生碰撞。

5.Before starting the lift, always check the swinging radius 摆动半径 of the boom to ensure safety.

在开始起吊之前，始终检查吊臂的swinging radius 摆动半径以确保安全。

作文

The concept of swinging radius is often used in various fields, including engineering, physics, and even in everyday applications. To understand this term, we need to break it down into its components. The word 'swinging' refers to the motion of an object moving back and forth around a fixed point, while 'radius' denotes the distance from that fixed point to any point on the path of the swinging object. Together, swinging radius describes the maximum distance an object can travel during its swinging motion. This concept is crucial in designing machinery, such as cranes and pendulums, as it determines how far the load can be lifted or how far the pendulum will swing before coming to a stop.For example, consider a construction crane that needs to lift heavy materials to great heights. The swinging radius of the crane's arm dictates how far it can reach to place those materials accurately. If the radius is too short, the crane may not be able to position the load where it is needed, potentially leading to inefficiencies or accidents. Therefore, engineers must carefully calculate the swinging radius when designing cranes to ensure they can operate effectively within their designated areas.In physics, the swinging radius also plays a significant role when analyzing the motion of pendulums. A simple pendulum consists of a weight attached to a string that swings back and forth under the influence of gravity. The distance from the pivot point to the center of the weight is the swinging radius. This radius affects the period of the pendulum, which is the time it takes to complete one full swing. Understanding the relationship between the swinging radius and the period of a pendulum is essential for scientists and engineers who design clocks and other timing devices.Moreover, the swinging radius is not limited to mechanical systems; it can also be applied in sports. For instance, in golf, the swinging radius of a golfer's swing can affect the distance and accuracy of the shot. A larger radius typically means a more powerful swing, as the club travels a greater distance before making contact with the ball. Golfers often work on their technique to optimize their swinging radius, aiming for a balance between power and control.In conclusion, the term swinging radius encapsulates a fundamental aspect of motion that applies across various disciplines. Whether in engineering, physics, or sports, understanding the swinging radius allows for better design, improved performance, and greater efficiency. As we continue to explore the intricacies of motion, the significance of the swinging radius will undoubtedly remain a critical consideration in our endeavors. Thus, mastering this concept can lead to advancements in technology and a deeper appreciation for the mechanics of movement.

“摆动半径”这个概念在多个领域中都得到了广泛应用，包括工程学、物理学，甚至在日常生活中都有体现。要理解这个术语，我们需要将其分解为两个部分。“摆动”一词指的是物体围绕固定点来回运动的状态，而“半径”则表示从固定点到摆动物体路径上任意一点的距离。结合起来，“摆动半径”描述了物体在摆动运动中可以达到的最大距离。这个概念在设计机械设备时至关重要，例如起重机和摆锤，因为它决定了负载能够提升的高度或摆锤摆动的距离。例如，考虑一台需要将重物提升到高处的建筑起重机。起重机臂的“摆动半径”决定了它能多远地将这些材料准确放置。如果半径过短，起重机可能无法将负载放置在所需的位置，从而导致效率低下或发生事故。因此，工程师在设计起重机时必须仔细计算“摆动半径”，以确保它们能够在指定区域内有效运作。在物理学中，“摆动半径”同样在分析摆锤的运动时发挥着重要作用。简单摆锤由一个重物和一根绳子组成，重物在重力的作用下来回摆动。从支点到重物中心的距离就是“摆动半径”。这个半径影响摆锤的周期，即完成一次完整摆动所需的时间。理解“摆动半径”和摆锤周期之间的关系对设计钟表和其他计时设备的科学家和工程师来说是至关重要的。此外，“摆动半径”并不仅限于机械系统；它还可以应用于体育运动。例如，在高尔夫球运动中，高尔夫球手的挥杆“摆动半径”会影响击球的距离和准确性。较大的半径通常意味着更有力的挥杆，因为球杆在与球接触之前移动的距离更大。高尔夫球手通常会努力优化他们的“摆动半径”，以寻求力量与控制之间的平衡。总之，术语“摆动半径”概括了运动的一个基本方面，这一概念在各个学科中都有应用。无论是在工程、物理还是体育运动中，理解“摆动半径”都能带来更好的设计、改善的性能和更高的效率。随着我们继续探索运动的复杂性，“摆动半径”的重要性无疑将继续成为我们努力追求的关键考量。因此，掌握这一概念可以推动技术进步，并加深我们对运动机制的理解。