range of oscillation

简明释义

摆幅

英英释义

例句

1.In our experiments, we observed that the range of oscillation 振荡范围 varied with different weights attached to the spring.

在我们的实验中，我们观察到不同重量附加到弹簧上时，range of oscillation 振荡范围有所变化。

2.The range of oscillation 振荡范围 in the bridge's design was critical for safety during high winds.

桥梁设计中的range of oscillation 振荡范围对在强风中安全至关重要。

3.The engineer calculated the range of oscillation 振荡范围 for the pendulum to ensure it would swing smoothly.

工程师计算了摆的range of oscillation 振荡范围以确保它能平稳摆动。

4.To improve stability, we need to reduce the range of oscillation 振荡范围 of the system.

为了提高稳定性，我们需要减少系统的range of oscillation 振荡范围。

5.The range of oscillation 振荡范围 of the sound wave was measured to determine its frequency.

声波的range of oscillation 振荡范围被测量以确定其频率。

作文

The concept of the range of oscillation is fundamental in various fields, including physics, engineering, and even economics. At its core, the range of oscillation refers to the extent to which a system can fluctuate or vary around a central value or equilibrium point. Understanding this concept can help us analyze systems that are subject to periodic changes or disturbances.In physics, the range of oscillation is often observed in mechanical systems such as pendulums or springs. For instance, when a pendulum swings back and forth, it does so within a certain range defined by its amplitude. The maximum displacement from the central position determines the range of oscillation, which influences the pendulum's period and frequency. A larger amplitude means a wider range of oscillation, leading to longer swing times. This principle is not only crucial for understanding simple harmonic motion but also for designing clocks and other timing devices that rely on predictable oscillatory behavior.In engineering, the range of oscillation plays a significant role in the design of structures and materials. Engineers must consider how buildings and bridges will respond to oscillations caused by wind, earthquakes, or other forces. The range of oscillation helps them determine the appropriate materials and structural designs to ensure safety and stability. For example, skyscrapers are often designed with flexible materials that allow them to sway within a calculated range of oscillation during high winds or seismic events. This flexibility prevents catastrophic failures and prolongs the lifespan of these structures.Economists also use the concept of range of oscillation to analyze market trends and economic cycles. In financial markets, prices of stocks and commodities can oscillate significantly due to various factors such as supply and demand, geopolitical events, and investor sentiment. Understanding the range of oscillation of asset prices allows investors to make informed decisions about buying and selling. For instance, if an investor knows that a particular stock typically oscillates within a certain price range, they can strategize their trades to maximize profits or minimize losses based on historical data.Furthermore, the range of oscillation can be applied to personal development and behavioral patterns. Individuals often experience fluctuations in mood, motivation, and productivity. By recognizing one’s own range of oscillation in these aspects, a person can develop strategies to maintain balance and improve overall well-being. For instance, if someone notices that their productivity oscillates significantly throughout the week, they might adjust their schedule to align tasks with peak performance times, thereby optimizing their output.In summary, the range of oscillation is a versatile concept that transcends multiple disciplines. Whether in natural sciences, engineering, economics, or personal growth, understanding the range of oscillation provides valuable insights into the behavior of dynamic systems. By studying the factors that influence these oscillations, we can better predict outcomes, design resilient structures, and enhance our decision-making processes. Ultimately, the range of oscillation serves as a reminder of the inherent variability in life and the importance of adaptability in navigating the complexities of our world.

“振荡范围”这一概念在物理学、工程学甚至经济学等多个领域都是基础性的。在其核心，振荡范围指的是一个系统围绕中心值或平衡点波动或变化的程度。理解这一概念可以帮助我们分析那些受周期性变化或干扰影响的系统。在物理学中，振荡范围通常在机械系统中观察到，例如摆锤或弹簧。例如，当摆锤来回摆动时，它在一定范围内摆动，该范围由其振幅决定。离中心位置的最大位移决定了振荡范围，这会影响摆锤的周期和频率。较大的振幅意味着更宽的振荡范围，从而导致更长的摆动时间。这个原理不仅对理解简单谐振动至关重要，而且对设计依赖于可预测的振荡行为的钟表和其他计时设备也很重要。在工程学中，振荡范围在结构和材料的设计中扮演着重要角色。工程师必须考虑建筑物和桥梁如何应对由风、地震或其他力量引起的振荡。振荡范围帮助他们确定适当的材料和结构设计，以确保安全和稳定。例如，摩天大楼通常使用柔性材料设计，使其在强风或地震事件中能够在计算出的振荡范围内摇摆。这种灵活性可以防止灾难性故障，并延长这些结构的使用寿命。经济学家也利用振荡范围来分析市场趋势和经济周期。在金融市场中，股票和商品的价格可能因供需、地缘政治事件和投资者情绪等各种因素而显著波动。理解资产价格的振荡范围使投资者能够做出明智的买卖决策。例如，如果投资者知道某只股票通常在一定价格范围内波动，他们可以根据历史数据制定交易策略，以最大化利润或最小化损失。此外，振荡范围还可以应用于个人发展和行为模式。个体的情绪、动机和生产力往往会出现波动。通过认识到自己在这些方面的振荡范围，个人可以制定策略以保持平衡，提高整体幸福感。例如，如果某人注意到自己的生产力在一周内显著波动，他们可能会调整日程安排，将任务与高峰表现时间对齐，从而优化输出。总之，振荡范围是一个跨越多个学科的多功能概念。无论是在自然科学、工程、经济学还是个人成长中，理解振荡范围都提供了对动态系统行为的宝贵洞察。通过研究影响这些振荡的因素，我们可以更好地预测结果、设计抗压结构并增强决策过程。最终，振荡范围提醒我们生活中固有的变异性以及在应对复杂世界时适应能力的重要性。