oscillation
简明释义
n. 振荡;振动;摆动
复 数 o s c i l l a t i o n s
英英释义
单词用法
振荡频率 | |
振荡电路;振荡回路 |
同义词
振动 | 弦的振动产生声音。 | ||
波动 | 全年温度存在波动。 | ||
摆动 | The swing of the pendulum is a classic example of oscillation. | 摆锤的摆动是振荡的经典例子。 | |
摆动 | 秋千的摆动可以令人放松。 |
反义词
稳定性 | The stability of the structure was tested under various conditions. | 该结构的稳定性在各种条件下进行了测试。 | |
平衡 | Achieving equilibrium in the system is crucial for its functionality. | 在系统中达到平衡对其功能至关重要。 |
例句
1.A certain oscillation set all the horizons of his brains in motion.
某种摆动使他头脑里的见识全都动摇了。
2.Some oscillation of the fuselage had been noticed on early flights.
在之前的几次飞行中,就察觉到了机身有些摇晃。
3.Encompassed in a luminous cloud, of which he was now merely the fiery heart, he swung through unthinkable arcs of oscillation, like a vast pendulum.
他现在只不过是一颗火热的心,被一团发光的云所包围,他像一个巨大的钟摆一样,在不可思议的摆动的弧线上摇摆。
4.So what is the period of oscillation?
这是摆动的周期吗?
5.It's clear that you're going to see a simple harmonic oscillation.
很明显,你会看到一个,简谐振荡。
6.Number two, this thing is very springy, so the moment that I let it go, it probably goes in some kind of oscillation.
其二,这个球有弹性,所以在我放开的瞬间,可能会震动。
7.So I will allow it one oscillation first.
所以我先让它,来回振荡一次。
8.The unusual cold might have been driven at least partly by the Arctic Oscillation (AO).
这不寻常寒冷的一部分原因可能由于是北极涛动(AO)。
9.The pendulum's oscillation 摆动 creates a rhythmic motion that can be mesmerizing.
钟摆的oscillation 摆动产生了一种迷人的节奏感。
10.In physics, oscillation 振荡 refers to the repetitive variation of a system about a central point.
在物理学中,oscillation 振荡指的是一个系统围绕中心点的重复变化。
11.The oscillation 波动 of the water surface was caused by the wind.
水面上的oscillation 波动是由风引起的。
12.The engineer studied the oscillation 震荡 patterns of the bridge to ensure its stability.
工程师研究了桥梁的oscillation 震荡模式以确保其稳定性。
13.The oscillation 振荡 of the sound waves determines the pitch of the music.
声音波的oscillation 振荡决定了音乐的音高。
作文
The concept of oscillation is deeply rooted in various fields of science and engineering, yet it can also be observed in everyday life. At its core, oscillation refers to the repetitive variation, typically in time, of some measure about a central value or between two or more different states. This phenomenon is prevalent in numerous systems, from the simple swinging of a pendulum to the complex vibrations of molecules in a gas. In physics, oscillation is often associated with waves. For example, sound waves are created by the oscillation of air molecules. When an object vibrates, it causes nearby air particles to move back and forth, creating regions of compression and rarefaction that travel through the air. This is how we perceive sound. Similarly, light waves also exhibit oscillation, as they are composed of oscillating electric and magnetic fields. In mechanical systems, oscillation can be observed in structures like bridges and buildings. Engineers must consider the oscillation of these structures when designing them to ensure they can withstand forces such as wind or earthquakes. For instance, during an earthquake, a building may experience significant oscillation, and if not properly designed, this can lead to structural failure. Biological systems also exhibit oscillation. One notable example is the human heart, which beats in a rhythmic pattern due to the oscillation of electrical signals that stimulate muscle contractions. This regular oscillation is crucial for maintaining proper blood circulation throughout the body. Additionally, many biological processes, such as circadian rhythms, display oscillation as they follow a cycle of activity and rest over a 24-hour period. The study of oscillation is not limited to physical systems; it also extends into economics and social sciences. For instance, market prices can experience oscillation based on supply and demand dynamics. Investors often analyze these patterns to predict future price movements, making decisions based on the observed oscillation of stock prices. In conclusion, the term oscillation encompasses a wide range of phenomena across different disciplines. Understanding oscillation is essential for scientists, engineers, and even economists as it helps explain the behavior of systems and predict their future states. Whether it is the gentle swing of a pendulum, the rhythmic beating of a heart, or the fluctuating prices in a market, oscillation plays a crucial role in our understanding of the world around us. By recognizing the significance of oscillation, we gain insight into both the natural and man-made systems that govern our lives.
“振荡”这一概念深深植根于科学和工程的各个领域,但在日常生活中也可以观察到。它的核心含义是指某种度量在中心值或两个或多个不同状态之间的重复变化,通常是随时间而变化的。这种现象在许多系统中普遍存在,从简单的摆锤摆动到气体中分子的复杂振动。 在物理学中,“振荡”通常与波动有关。例如,声波是由空气分子的“振荡”产生的。当一个物体振动时,它会导致附近的空气粒子来回移动,创造出压缩和稀疏区域,这些区域通过空气传播。这就是我们感知声音的方式。类似地,光波也表现出“振荡”,因为它们由振荡的电场和磁场组成。 在机械系统中,“振荡”可以在桥梁和建筑等结构中观察到。工程师在设计这些结构时必须考虑到“振荡”,以确保它们能够承受风或地震等力量。例如,在地震期间,一栋建筑可能会经历显著的“振荡”,如果没有正确设计,这可能会导致结构失败。 生物系统也表现出“振荡”。一个显著的例子是人类心脏,由于刺激肌肉收缩的电信号的“振荡”,心脏以有节奏的模式跳动。这种规律的“振荡”对维持全身适当的血液循环至关重要。此外,许多生物过程,如昼夜节律,也显示出“振荡”,因为它们在24小时内遵循活动和休息的周期。 “振荡”的研究并不仅限于物理系统;它还扩展到经济学和社会科学。例如,市场价格可以基于供求动态经历“振荡”。投资者经常分析这些模式,以预测未来的价格走势,并根据观察到的股票价格的“振荡”做出决策。 总之,术语“振荡”涵盖了不同学科中的广泛现象。理解“振荡”对科学家、工程师甚至经济学家来说都是至关重要的,因为它有助于解释系统的行为并预测其未来状态。无论是摆锤的轻轻摇摆、心脏的有节奏跳动,还是市场中波动的价格,“振荡”在我们理解周围世界中发挥着关键作用。通过认识到“振荡”的重要性,我们能够深入了解支配我们生活的自然和人造系统。
文章标题:oscillation的意思是什么
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