amplitude of swing

简明释义

横振振幅

英英释义

例句

1.The children enjoyed the playground swing, where they loved to increase the amplitude of swing by pushing harder.

孩子们喜欢游乐场的秋千，他们喜欢通过用力推来增加摆动幅度。

2.The engineer measured the amplitude of swing to determine the stability of the pendulum system.

工程师测量了摆动幅度以确定摆锤系统的稳定性。

3.In physics class, we learned that the amplitude of swing affects the energy of the oscillating system.

在物理课上，我们了解到摆动幅度会影响振荡系统的能量。

4.A larger amplitude of swing in a pendulum means it will take longer to complete a full cycle.

摆锤的更大摆动幅度意味着它完成一个完整周期所需的时间更长。

5.To enhance the performance of the ride, the designers adjusted the amplitude of swing for a more thrilling experience.

为了增强游乐设施的性能，设计师调整了摆动幅度以提供更刺激的体验。

作文

The concept of the amplitude of swing is fundamental in understanding various physical phenomena, particularly in the study of pendulums and oscillatory motion. In simple terms, the amplitude of swing refers to the maximum distance that an object moves away from its rest position during oscillation. This can be seen clearly when observing a swinging pendulum or a child on a swing. As the pendulum swings back and forth, the distance from its highest point to its lowest point determines its amplitude of swing. In physics, the amplitude of swing plays a crucial role in determining the energy of the system. The greater the amplitude, the more potential energy is stored at the peak of the swing, which converts into kinetic energy as the object moves towards its lowest point. This relationship between potential and kinetic energy illustrates the principles of conservation of energy, which states that energy cannot be created or destroyed, only transformed from one form to another.Understanding the amplitude of swing also has practical applications in engineering and architecture. For instance, when designing bridges or buildings, engineers must consider how oscillations caused by wind or seismic activity can affect structural integrity. By analyzing the amplitude of swing of potential vibrations, they can create designs that either absorb these movements or enhance stability, ensuring safety and longevity.Moreover, in music, the amplitude of swing can refer to the dynamics of sound waves produced by musical instruments. The amplitude of a sound wave affects its loudness; thus, musicians often manipulate their playing techniques to achieve desired effects. A violinist, for example, may adjust the amplitude of their bow strokes to create a more powerful or softer sound, showcasing the importance of amplitude in artistic expression.In everyday life, we encounter the amplitude of swing in various forms, from the gentle sway of a hanging light fixture to the rhythm of our own bodies as we dance. Each movement embodies the concept of amplitude, illustrating how it permeates our experiences. By recognizing the amplitude of swing in our surroundings, we can develop a deeper appreciation for the science behind motion and sound. Ultimately, the amplitude of swing is not just a scientific term; it represents a bridge between theoretical concepts and practical applications. Whether in nature, engineering, music, or daily activities, understanding this concept enhances our comprehension of the world around us. As we continue to explore the intricacies of motion and energy, the amplitude of swing will remain a vital element in both academic study and real-life experiences, reminding us of the beauty and complexity of the universe we inhabit.

摆动幅度的概念在理解各种物理现象中是基础，尤其是在研究摆和振荡运动时。简单来说，摆动幅度指的是一个物体在振荡过程中，从静止位置移动的最大距离。当观察到一个摆动的摆或一个在秋千上的孩子时，可以清楚地看到这一点。随着摆的前后摆动，从最高点到最低点的距离决定了它的摆动幅度。在物理学中，摆动幅度在确定系统能量方面起着至关重要的作用。摆动幅度越大，在摆动的顶点储存的势能就越多，这些势能在物体向最低点移动时转化为动能。这种势能与动能之间的关系说明了能量守恒原理，即能量不能被创造或摧毁，只能从一种形式转化为另一种形式。理解摆动幅度也在工程和建筑中有实际应用。例如，在设计桥梁或建筑物时，工程师必须考虑风或地震活动引起的振荡如何影响结构的完整性。通过分析潜在振动的摆动幅度，他们可以设计出能够吸收这些运动或增强稳定性的结构，从而确保安全和耐久性。此外，在音乐中，摆动幅度可以指由乐器产生的声波的动态。声波的幅度影响其响度；因此，音乐家通常会调整演奏技巧以实现所需效果。例如，小提琴手可能会调整弓弦的幅度，以创造更强或更柔和的声音，展示了幅度在艺术表现中的重要性。在日常生活中，我们以各种形式遇到摆动幅度，从悬挂灯具的轻微摇摆到我们跳舞时身体的节奏。每一个动作都体现了幅度的概念，说明它渗透在我们的体验中。通过认识到我们周围的摆动幅度，我们可以对运动和声音背后的科学有更深的欣赏。最终，摆动幅度不仅仅是一个科学术语；它代表了理论概念与实际应用之间的桥梁。无论是在自然、工程、音乐还是日常活动中，理解这一概念增强了我们对周围世界的理解。随着我们继续探索运动和能量的复杂性，摆动幅度将始终是学术研究和现实生活经验中的一个重要元素，提醒我们宇宙的美丽与复杂。