horizontal amplitude

简明释义

水平幅度

英英释义

例句

1.Researchers found that the horizontal amplitude 水平幅度 plays a crucial role in sound wave propagation.

研究人员发现，水平幅度 水平幅度在声波传播中起着至关重要的作用。

2.In the simulation, the horizontal amplitude 水平幅度 was adjusted to observe its effect on the system's stability.

在模拟中，调整了水平幅度 水平幅度以观察其对系统稳定性的影响。

3.The engineer measured the horizontal amplitude 水平幅度 of the wave to ensure it met safety standards.

工程师测量了波的水平幅度 水平幅度以确保其符合安全标准。

4.To enhance the design, we need to optimize the horizontal amplitude 水平幅度 of the oscillating beam.

为了增强设计，我们需要优化振荡梁的水平幅度 水平幅度。

5.The horizontal amplitude 水平幅度 of the signal affects the quality of the transmission.

信号的水平幅度 水平幅度影响传输的质量。

作文

In the study of waves, whether they are sound waves, light waves, or even water waves, understanding the properties of these waves is crucial. One of the key characteristics that scientists and engineers often analyze is the concept of horizontal amplitude (水平幅度). The term refers to the maximum distance a wave travels from its equilibrium position in the horizontal direction. This measurement is significant in various fields, including physics, engineering, and even music production.To elaborate, consider a simple sine wave, which is a fundamental waveform found in nature. The horizontal amplitude describes how far the wave peaks and troughs extend from the centerline in the horizontal plane. In practical terms, if we visualize a wave moving along a string, the horizontal amplitude would represent how far the string moves sideways from its resting position as the wave propagates through it.In engineering applications, understanding the horizontal amplitude is essential for designing structures that can withstand oscillations caused by natural forces such as wind or earthquakes. For instance, when constructing a bridge, engineers must consider the horizontal amplitude of vibrations that may occur during strong winds. If the amplitude is too great, it could lead to structural failure, making it imperative to calculate and mitigate these effects.Moreover, in acoustics, the horizontal amplitude plays a critical role in sound wave propagation. When sound waves travel through the air, their horizontal amplitude affects how we perceive loudness and pitch. A greater amplitude typically corresponds to a louder sound, while the frequency of the wave determines the pitch. Understanding this relationship is vital for sound engineers who aim to create high-quality audio experiences in concerts, recordings, and other auditory environments.In the realm of physics education, students often learn about the horizontal amplitude through hands-on experiments. For example, using a slinky or a wave machine, students can visualize how changing the tension or speed of a wave affects its amplitude. These experiments not only reinforce theoretical concepts but also engage students in practical learning, making the abstract ideas of wave behavior more tangible.Furthermore, the horizontal amplitude can also be observed in everyday phenomena. For instance, when watching ocean waves crash on the shore, one can see how the waves rise and fall, creating a rhythmic motion. The distance from the calm water level to the crest of the wave represents the horizontal amplitude, illustrating how this concept is not limited to academic studies but is also present in our natural surroundings.In conclusion, the concept of horizontal amplitude (水平幅度) is a fundamental aspect of wave behavior that has implications across various disciplines. From engineering to acoustics, and even in educational settings, understanding this term allows for better comprehension of how waves interact with their environment. As technology advances and our understanding of wave dynamics deepens, the importance of accurately measuring and interpreting horizontal amplitude will only continue to grow, highlighting its significance in both theoretical and practical applications.

在波动的研究中，无论是声波、光波还是水波，理解和掌握这些波的特性至关重要。科学家和工程师经常分析的关键特征之一就是水平幅度（horizontal amplitude）的概念。这个术语指的是波在水平方向上从其平衡位置移动的最大距离。这一测量在物理学、工程学甚至音乐制作等多个领域都具有重要意义。为了详细说明，考虑一个简单的正弦波，这是自然界中发现的基本波形。水平幅度描述了波峰和波谷在水平方向上从中心线延伸的距离。在实际应用中，如果我们想象波在一根弦上移动，水平幅度就代表了当波通过时，弦从其静止位置向侧面移动的距离。在工程应用中，了解水平幅度对于设计能够承受自然力量如风或地震引起的振动的结构至关重要。例如，在建造桥梁时，工程师必须考虑在强风中可能发生的振动的水平幅度。如果幅度过大，可能会导致结构失效，因此计算和减轻这些影响变得至关重要。此外，在声学中，水平幅度对声波传播起着关键作用。当声波在空气中传播时，其水平幅度会影响我们对响度和音调的感知。更大的幅度通常对应于更响的声音，而波的频率决定音调。理解这种关系对于旨在创造高质量音频体验的音响工程师至关重要，无论是在音乐会、录音还是其他听觉环境中。在物理教育领域，学生通常通过动手实验学习水平幅度。例如，使用弹簧玩具或波动机，学生可以直观地看到改变波的张力或速度如何影响其幅度。这些实验不仅巩固了理论概念，还让学生参与到实践学习中，使波动行为的抽象概念更加具体。此外，水平幅度也可以在日常现象中观察到。例如，当观看海浪冲击海岸时，人们可以看到波浪如何升降，产生有节奏的运动。从平静水位到波峰的距离代表了水平幅度，这说明这一概念不仅限于学术研究，而且也存在于我们的自然环境中。总之，水平幅度（horizontal amplitude）这一概念是波动行为的一个基本方面，在各个学科中都有其意义。从工程学到声学，甚至在教育环境中，理解这个术语使我们能够更好地理解波与其环境的相互作用。随着技术的进步和我们对波动力学理解的加深，准确测量和解释水平幅度的重要性只会继续增长，突显其在理论和实践应用中的重要性。