back oscillation

简明释义

回波振荡

英英释义

例句

1.To improve stability, we need to reduce the back oscillation 后向振荡 observed in the prototype.

为了提高稳定性，我们需要减少原型中观察到的后向振荡。

2.Engineers implemented a damping mechanism to mitigate back oscillation 后向振荡 in the machinery.

工程师们实施了一种阻尼机制，以减轻机器中的后向振荡。

3.In robotics, controlling back oscillation 后向振荡 is crucial for maintaining balance.

在机器人技术中，控制后向振荡对于保持平衡至关重要。

4.The back oscillation 后向振荡 in the pendulum's motion was analyzed to enhance its accuracy.

对摆动运动中的后向振荡进行了分析，以提高其准确性。

5.The engineer noticed a significant back oscillation 后向振荡 in the system during stress testing.

工程师在进行压力测试时注意到系统中有显著的后向振荡。

作文

In the realm of physics and engineering, the concept of oscillation plays a crucial role in understanding various systems. One specific type of oscillation that often garners attention is known as back oscillation. This term refers to the repetitive movement of an object or system returning to its original position after being displaced. Understanding back oscillation is essential for engineers and scientists as it can significantly impact the design and functionality of various mechanical systems.To illustrate this concept, consider a simple pendulum. When the pendulum is pulled to one side and released, it swings back and forth due to the force of gravity. The motion of the pendulum can be described as a series of back oscillations, where it moves away from its equilibrium position and then returns. This repetitive motion continues until external forces, such as air resistance or friction, dampen the oscillation.In engineering applications, back oscillation can be both beneficial and detrimental. For example, in the design of suspension systems for vehicles, engineers must account for the back oscillation that occurs when a car travels over bumps. A well-designed suspension system will allow for smooth back oscillation that absorbs shocks and provides comfort to passengers. However, if the system is poorly designed, excessive back oscillation can lead to instability and discomfort.Another example of back oscillation can be found in the field of electronics, particularly in circuits involving oscillators. An oscillator generates a periodic signal, and the back oscillation of these signals can create feedback loops that enhance or diminish the output. Engineers must carefully manage these feedback mechanisms to ensure that the desired frequency and amplitude are achieved without causing distortion or instability in the circuit.Moreover, back oscillation is not limited to physical systems; it can also be observed in social dynamics. For instance, in economic models, the concept of back oscillation can describe how markets react to changes. When a sudden shift occurs, such as a stock market crash, the market may experience back oscillation as investors react to the new information, leading to fluctuations in stock prices before settling into a new equilibrium.In conclusion, the phenomenon of back oscillation is a fundamental concept that appears across various disciplines, from physics to engineering and even social sciences. By understanding the principles behind back oscillation, professionals can design more efficient systems, predict behaviors, and enhance overall performance. Whether it’s in the context of a swinging pendulum, a vehicle's suspension, or an electronic circuit, recognizing the implications of back oscillation allows us to harness its potential while mitigating any negative effects. As we continue to explore and innovate, the significance of back oscillation will undoubtedly remain a topic of interest and study.

在物理和工程领域，振荡的概念在理解各种系统中发挥着至关重要的作用。一个经常引起关注的特定振荡类型被称为回摆振荡。这个术语指的是一个物体或系统在被位移后返回其原始位置的重复运动。理解回摆振荡对工程师和科学家来说至关重要，因为它可以显著影响各种机械系统的设计和功能。为了说明这个概念，考虑一个简单的摆。当摆被拉到一侧并释放时，由于重力的作用，它会前后摆动。摆的运动可以描述为一系列的回摆振荡，它从平衡位置移动，然后返回。这种重复运动会持续，直到外部力量，例如空气阻力或摩擦力，减弱了振荡。在工程应用中，回摆振荡可能是有益的，也可能是有害的。例如，在车辆悬挂系统的设计中，工程师必须考虑汽车在颠簸路面上行驶时发生的回摆振荡。一个设计良好的悬挂系统将允许平稳的回摆振荡，吸收冲击并为乘客提供舒适。然而，如果系统设计不当，过度的回摆振荡可能导致不稳定和不适。另一个回摆振荡的例子可以在电子学领域找到，特别是在涉及振荡器的电路中。振荡器生成周期性信号，而这些信号的回摆振荡可以创建增强或削弱输出的反馈回路。工程师必须仔细管理这些反馈机制，以确保在没有造成失真或不稳定的情况下实现所需的频率和幅度。此外，回摆振荡不仅限于物理系统；它也可以在社会动态中观察到。例如，在经济模型中，回摆振荡的概念可以描述市场如何对变化做出反应。当突然发生变化，例如股市崩盘时，市场可能会经历回摆振荡，因为投资者对新信息做出反应，导致股价波动，随后达到新的平衡。总之，回摆振荡现象是一个基本概念，出现在各个学科中，从物理学到工程学，甚至社会科学。通过理解回摆振荡背后的原理，专业人士可以设计更高效的系统、预测行为并提高整体性能。无论是在摆动的摆、车辆的悬挂还是电子电路的上下文中，认识到回摆振荡的影响使我们能够利用其潜力，同时减轻任何负面影响。随着我们继续探索和创新，回摆振荡的重要性无疑将继续成为一个值得关注和研究的话题。