resonance condition

简明释义

共振状态共振条件

英英释义

例句

1.The design of the bridge took into account the resonance condition 共振条件 to prevent structural failure during strong winds.

桥梁的设计考虑了共振条件以防止在强风中结构失效。

2.During the experiment, we observed a dramatic increase in amplitude when the resonance condition 共振条件 was satisfied.

在实验过程中，当满足共振条件时，我们观察到幅度剧烈增加。

3.To tune the musical instrument properly, the musician needed to find the resonance condition 共振条件 of each string.

为了正确调音，音乐家需要找到每根弦的共振条件。

4.In order to achieve maximum efficiency, the engineers had to ensure that the system met the resonance condition 共振条件 for optimal performance.

为了达到最大的效率，工程师们必须确保系统满足共振条件以实现最佳性能。

5.The physicist explained that the resonance condition 共振条件 occurs when the frequency of an external force matches the natural frequency of the system.

物理学家解释说，当外部力的频率与系统的自然频率匹配时，会发生共振条件。

作文

In the realm of physics, the term resonance condition refers to a specific scenario where a system oscillates at maximum amplitude due to an external periodic force matching its natural frequency. This phenomenon can be observed in various fields, including mechanics, acoustics, and even electrical circuits. Understanding the resonance condition is crucial because it helps explain how energy transfer occurs efficiently in systems and can lead to significant practical applications.For instance, consider a swing. When you push the swing at just the right moments, it goes higher and higher. This is an example of achieving the resonance condition. The timing of your pushes coincides with the natural frequency of the swing, allowing it to gain energy with each push. If you were to push the swing at random intervals, it would not reach the same heights because you would be disrupting the resonance condition.In the field of music, the concept of resonance condition is equally significant. Musical instruments are designed to resonate at specific frequencies. For example, when a guitarist plucks a string, the vibration creates sound waves that resonate within the body of the guitar. The shape and size of the instrument are engineered to enhance these vibrations, producing a rich and full sound. If the string's vibration matches the natural frequency of the guitar body, the sound is amplified, demonstrating the importance of the resonance condition in music production.Moreover, engineers utilize the principles of resonance condition when designing buildings and bridges. Structures must be built to withstand various forces, including wind and seismic activity. If a building's natural frequency aligns with the frequency of ground motion during an earthquake, it could resonate dangerously, leading to catastrophic failure. Therefore, understanding and mitigating the resonance condition is vital for ensuring safety and stability in civil engineering projects.In electronics, the resonance condition plays a critical role in the functioning of circuits. Resonant circuits, which consist of inductors and capacitors, can store and transfer energy efficiently. By tuning the circuit to the correct frequency, engineers can maximize the energy transfer, making devices like radios and televisions work effectively. This application highlights how the resonance condition is not just a theoretical concept but has real-world implications in technology.In conclusion, the resonance condition is a fundamental principle that manifests in various aspects of our lives, from the simple act of swinging to complex engineering designs. By recognizing the significance of this condition, we can appreciate the intricate balance between energy and frequency that governs the physical world. Whether in nature, music, or technology, the resonance condition illustrates the beauty of harmony and efficiency in systems, reminding us of the interconnectedness of different disciplines and the importance of understanding the underlying principles that drive them.

在物理学领域，术语共振条件指的是一个特定的情境，其中一个系统由于外部周期性力与其自然频率相匹配而以最大幅度振荡。这种现象可以在多个领域观察到，包括力学、声学甚至电路。理解共振条件至关重要，因为它有助于解释能量如何在系统中高效转移，并能导致显著的实际应用。例如，考虑一下秋千。当你在恰当的时刻推秋千时，它会越推越高。这就是实现共振条件的一个例子。你的推动时间与秋千的自然频率相吻合，使其每次推动都能获得能量。如果你在随机的时间推秋千，它就无法达到相同的高度，因为你会干扰共振条件。在音乐领域，共振条件的概念同样重要。乐器被设计为在特定频率下共振。例如，当吉他手拨动弦时，振动会产生声波，在吉他的音箱内共振。乐器的形状和大小经过工程设计，以增强这些振动，产生丰富而饱满的声音。如果弦的振动与吉他音箱的自然频率相匹配，声音就会被放大，展示了共振条件在音乐制作中的重要性。此外，工程师在设计建筑和桥梁时利用共振条件的原理。结构必须建造得能够承受各种力量，包括风和地震活动。如果建筑的自然频率与地震时的地面运动频率一致，它可能会危险地共振，导致灾难性的失败。因此，理解和减少共振条件对于确保土木工程项目的安全和稳定至关重要。在电子学中，共振条件在电路的功能中起着关键作用。谐振电路由电感器和电容器组成，可以高效地存储和转移能量。通过将电路调谐到正确的频率，工程师可以最大化能量转移，使收音机和电视等设备有效工作。这一应用突显了共振条件不仅是一个理论概念，而是在技术中具有现实世界的影响。总之，共振条件是一个基本原则，在我们生活的各个方面都有表现，从简单的秋千到复杂的工程设计。通过认识到这一条件的重要性，我们可以欣赏到支配物理世界的能量与频率之间的微妙平衡。无论是在自然、音乐还是技术中，共振条件都展示了系统中和谐与效率之美，提醒我们不同学科之间的相互联系以及理解驱动它们的基本原理的重要性。