rolling oscillation

简明释义

横荡

英英释义

例句

1.The rolling oscillation of the roller coaster added to the thrill of the ride.

过山车的滚动振荡增加了乘坐的刺激感。

2.Engineers must consider rolling oscillation when designing stable platforms for offshore drilling.

工程师在为海上钻探设计稳定平台时，必须考虑到滚动振荡。

3.The ship experienced a strong rolling oscillation during the storm, causing discomfort among the passengers.

在暴风雨中，船只经历了强烈的滚动振荡，导致乘客感到不适。

4.The research focused on minimizing rolling oscillation in high-speed trains to enhance passenger comfort.

研究集中在减少高速列车中的滚动振荡以提高乘客舒适度。

5.In robotics, rolling oscillation can affect the movement of wheeled robots on uneven terrain.

在机器人技术中，滚动振荡会影响轮式机器人在不平坦地形上的运动。

作文

In the field of physics and engineering, understanding various types of motions is crucial for designing stable structures and vehicles. One such motion that plays a significant role in dynamics is the phenomenon known as rolling oscillation. This term refers to a type of oscillatory motion where an object rolls back and forth around a central point or axis, often influenced by external forces such as gravity or friction. In this essay, we will explore the concept of rolling oscillation, its applications, and its significance in real-world scenarios.The rolling oscillation can be observed in various systems, from simple toys like rolling balls to complex structures like bridges and vehicles. For instance, consider a ball rolling down a slope. As it reaches the bottom, it may not come to a complete stop but instead begins to roll back up slightly before rolling back down again. This back-and-forth movement is a classic example of rolling oscillation, where the gravitational force pulls the ball down while inertia causes it to overshoot its resting position.In engineering, understanding rolling oscillation is essential for ensuring the stability of vehicles, especially those that operate at high speeds or on uneven terrain. For example, when a car takes a sharp turn, the forces acting on it can lead to rolling oscillation, which, if not controlled, could result in loss of control or even a rollover accident. Engineers must account for these oscillations when designing suspension systems to absorb shocks and maintain vehicle stability.Moreover, the concept of rolling oscillation is not limited to mechanical systems. It also finds relevance in the study of natural phenomena. For instance, ocean waves exhibit a form of rolling oscillation as they travel across the surface of the water. Understanding these oscillations is vital for predicting wave behavior, which can impact coastal engineering and navigation.In addition to practical applications, rolling oscillation has theoretical implications in the study of dynamical systems. Researchers analyze these oscillations to understand stability, resonance, and the behavior of systems under different conditions. By studying the parameters that influence rolling oscillation, scientists can develop models that predict how systems respond to various inputs, leading to advancements in technology and safety.To summarize, the concept of rolling oscillation encompasses a wide range of phenomena that are significant in both theoretical and practical contexts. Whether in the design of vehicles, the analysis of natural systems, or the study of dynamic behaviors, rolling oscillation provides valuable insights into the complexities of motion. As technology continues to advance, a deeper understanding of these oscillations will be critical for innovation and safety in many fields. Ultimately, the study of rolling oscillation exemplifies the intricate relationship between theory and application, highlighting the importance of physics in our everyday lives.

在物理和工程领域，理解各种运动类型对于设计稳定的结构和车辆至关重要。其中一个在动力学中发挥重要作用的现象是被称为滚动振荡的运动。这一术语指的是一种振荡运动，其中物体围绕中心点或轴线来回滚动，通常受到重力或摩擦等外力的影响。在本文中，我们将探讨滚动振荡的概念、其应用及其在现实场景中的重要性。滚动振荡可以在许多系统中观察到，从简单的玩具如滚动的球到复杂的结构如桥梁和车辆。例如，考虑一个球沿着斜坡滚下。当它到达底部时，可能并不会完全停止，而是开始稍微向上滚动，然后再滚下来。这种来回运动是滚动振荡的经典例子，其中重力使球向下滚动，而惯性使其超过静止位置。在工程学中，理解滚动振荡对于确保车辆的稳定性至关重要，尤其是那些在高速或不平坦地形上行驶的车辆。例如，当一辆车急转弯时，作用于它的力可能导致滚动振荡，如果不加以控制，可能会导致失控甚至翻车事故。工程师必须在设计悬挂系统时考虑这些振荡，以吸收冲击并保持车辆的稳定性。此外，滚动振荡的概念不仅限于机械系统。它在自然现象的研究中也具有相关性。例如，海洋波浪在水面上移动时表现出一种形式的滚动振荡。理解这些振荡对于预测波浪行为至关重要，这可能会影响沿海工程和航行。除了实际应用，滚动振荡在动力系统的理论研究中也具有重要意义。研究人员分析这些振荡以理解稳定性、共振以及不同条件下系统的行为。通过研究影响滚动振荡的参数，科学家们可以开发模型，预测系统对各种输入的响应，从而推动技术和安全的发展。总之，滚动振荡的概念涵盖了广泛的现象，在理论和实际背景中都具有重要意义。无论是在车辆设计、自然系统分析还是动态行为研究中，滚动振荡都提供了对运动复杂性的宝贵见解。随着技术的不断进步，对这些振荡的深入理解将对许多领域的创新和安全至关重要。最终，滚动振荡的研究体现了理论与应用之间的复杂关系，突显了物理学在我们日常生活中的重要性。