amplitude versus offset

简明释义

1. 振幅—炮检距图; 2. 振幅—炮检距关系; 3. 振幅与炮检距关系;

英英释义

例句

1.The technician adjusted the settings based on amplitude versus offset to improve signal clarity.

技术员根据幅度与偏移调整设置，以改善信号清晰度。

2.The experiment focused on amplitude versus offset to determine how it affects the data accuracy.

实验集中在幅度与偏移上，以确定它对数据准确性的影响。

3.In audio engineering, understanding amplitude versus offset is crucial for achieving a balanced sound mix.

在音频工程中，理解幅度与偏移对于获得平衡的声音混合至关重要。

4.When analyzing waveforms, we often compare amplitude versus offset to identify signal distortions.

在分析波形时，我们常常比较幅度与偏移以识别信号失真。

5.In physics, amplitude versus offset can help explain the behavior of oscillating systems.

在物理学中，幅度与偏移可以帮助解释振荡系统的行为。

作文

In the field of physics and engineering, understanding the concepts of amplitude versus offset is crucial for analyzing waveforms and signals. Amplitude refers to the maximum extent of a vibration or oscillation, measured from the position of equilibrium. It is a key parameter in determining the strength or intensity of a signal. On the other hand, offset refers to a constant value added to a signal, shifting it vertically on a graph. This shift does not affect the shape of the waveform but changes its baseline level. When we consider amplitude versus offset, we are essentially comparing two different aspects of a signal. For example, in audio engineering, a sound wave can have a high amplitude, resulting in loud sounds, while also having an offset that might represent background noise or a constant hum. Understanding both parameters allows engineers to manipulate sound effectively, ensuring clarity and quality in audio production.In practical applications, the distinction between amplitude versus offset becomes evident in various technologies. For instance, in telecommunications, signals transmitted over long distances may experience changes in both amplitude and offset due to interference and attenuation. Engineers must analyze these changes to enhance signal quality and maintain effective communication.Moreover, in the realm of data analysis, the concepts of amplitude versus offset play a significant role in interpreting graphs and charts. When visualizing data, an offset can mislead the interpretation if not properly accounted for. For example, if a dataset shows a consistent offset in measurements, it may indicate a systematic error that needs correction. Conversely, analyzing the amplitude of fluctuations can reveal important insights about variability and trends within the data.In summary, the relationship between amplitude versus offset is foundational in many scientific and engineering disciplines. By grasping these concepts, one can better understand how signals behave and how they can be manipulated for various purposes. Whether in audio production, telecommunications, or data analysis, recognizing the significance of both amplitude and offset allows for improved outcomes and enhanced understanding of complex systems. As technology continues to evolve, the importance of mastering these concepts will only grow, making it essential for students and professionals alike to develop a strong foundation in these areas.

在物理和工程领域，理解“幅度与偏移”的概念对于分析波形和信号至关重要。幅度是指振动或振荡的最大程度，从平衡位置测量。它是确定信号强度或强度的关键参数。另一方面，偏移是指添加到信号中的常数值，在图表上垂直移动信号。这种移动不会影响波形的形状，但会改变其基线水平。当我们考虑“幅度与偏移”时，我们实际上是在比较信号的两个不同方面。例如，在音频工程中，声波可以具有高幅度，从而产生响亮的声音，同时也具有可能代表背景噪声或恒定嗡嗡声的偏移。理解这两个参数使工程师能够有效地操控声音，确保音频制作中的清晰度和质量。在实际应用中，“幅度与偏移”之间的区别在各种技术中变得显而易见。例如，在电信中，长距离传输的信号可能由于干扰和衰减而经历幅度和偏移的变化。工程师必须分析这些变化，以增强信号质量并保持有效通信。此外，在数据分析领域，“幅度与偏移”的概念在解释图形和图表中发挥着重要作用。在可视化数据时，如果没有适当考虑偏移，可能会误导解释。例如，如果数据集显示出测量中的一致偏移，这可能表明需要纠正的系统性错误。相反，分析波动的幅度可以揭示有关数据内变异性和趋势的重要见解。总之，“幅度与偏移”之间的关系在许多科学和工程学科中是基础性的。通过掌握这些概念，人们可以更好地理解信号的行为以及如何操控信号以实现各种目的。无论是在音频制作、电信还是数据分析中，识别幅度和偏移的意义都能带来更好的结果，并增强对复杂系统的理解。随着技术的不断发展，掌握这些概念的重要性只会增加，因此学生和专业人士都必须在这些领域建立坚实的基础。