harmonic component

简明释义

低分量

英英释义

A harmonic component refers to a sinusoidal component of a signal whose frequency is an integer multiple of a fundamental frequency.

谐波成分是指信号中频率为基频整数倍的正弦波成分。

例句

1.The study of harmonic components (谐波成分) is essential in understanding the behavior of complex systems in physics.

研究harmonic components谐波成分)对于理解物理中复杂系统的行为至关重要。

2.Engineers use filters to enhance the harmonic component (谐波成分) while minimizing noise in the audio track.

工程师使用滤波器来增强音轨中的harmonic component谐波成分),同时最小化噪声。

3.The harmonic component (谐波成分) in the waveform contributes to the richness of the sound produced by the instrument.

波形中的harmonic component谐波成分)有助于乐器产生声音的丰富性。

4.In music theory, a harmonic component (谐波成分) refers to a frequency that is an integer multiple of a fundamental frequency.

在音乐理论中,harmonic component谐波成分)指的是基本频率的整数倍频率。

5.The sound engineer analyzed the audio signal to isolate the harmonic component (谐波成分) for better clarity.

音响工程师分析了音频信号,以隔离谐波成分谐波成分)以获得更好的清晰度。

作文

In the realm of music and sound engineering, the term harmonic component refers to the individual frequencies that make up a complex sound wave. These components are integral to understanding how different sounds interact and create the rich tapestry of music that we enjoy. Essentially, every musical note is not just a single frequency; it is a combination of several frequencies, including its fundamental frequency and various harmonic components. To illustrate this concept, consider a simple musical instrument, like a piano. When a pianist strikes a key, the string inside the piano vibrates at a fundamental frequency, which corresponds to the note being played. However, this fundamental frequency is accompanied by several higher frequencies that are integer multiples of the fundamental frequency. These higher frequencies are what we refer to as harmonic components. For example, if the fundamental frequency is 440 Hz (the note A), the first harmonic might be 880 Hz (the octave above), the second harmonic could be 1320 Hz, and so on. The presence and relative intensity of these harmonic components contribute significantly to the timbre or color of the sound. This is why a violin sounds different from a flute, even when they play the same note. The unique combination of harmonic components produced by each instrument gives it a distinctive sound quality. In sound engineering, understanding harmonic components is crucial for mixing and mastering audio tracks. Engineers often use equalizers to enhance or reduce specific harmonic components in a recording to achieve the desired sound. If a particular harmonic component is too prominent, it can cause a track to sound unbalanced or harsh. Conversely, boosting certain harmonic components can add warmth and richness to the sound. Moreover, the analysis of harmonic components is also essential in various fields such as acoustics, telecommunications, and even medical imaging. In acoustics, understanding how harmonic components interact with the environment can help in designing better concert halls or soundproofing spaces. In telecommunications, engineers analyze harmonic components to ensure that signals are transmitted clearly without distortion. In medical imaging, techniques like MRI utilize principles related to harmonic components to create detailed images of the human body. In conclusion, the concept of harmonic components is fundamental to both music and science. It allows us to dissect and understand the complexities of sound, enabling musicians to create beautiful music and engineers to develop advanced technologies. By recognizing the importance of harmonic components, we can appreciate the intricacies of sound and its applications in various fields. Whether you are a musician, an audio engineer, or simply a lover of music, understanding harmonic components enriches your experience and deepens your appreciation for the art of sound.

在音乐和声音工程的领域中,术语harmonic component指的是构成复杂声波的各个单独频率。这些成分对于理解不同声音是如何相互作用并创造出我们所享受的丰富音乐织锦至关重要。实际上,每个音乐音符不仅仅是一个单一的频率;它是几个频率的组合,包括其基频和各种harmonic components。为了说明这个概念,考虑一下简单的乐器,比如钢琴。当钢琴家敲击一个键时,钢琴内的弦以一个基频振动,这与所演奏的音符相对应。然而,这个基频伴随着几个高频,这些高频是基频的整数倍。这些较高的频率就是我们所称的harmonic components。例如,如果基频是440赫兹(A音),第一个谐波可能是880赫兹(上面的八度),第二个谐波可能是1320赫兹,依此类推。这些harmonic components的存在及其相对强度显著影响声音的音色或色彩。这就是为什么小提琴听起来与长笛不同,即使它们演奏的是同一个音符。每种乐器产生的独特的harmonic components组合赋予了它独特的声音质量。在声音工程中,理解harmonic components对混音和母带处理音轨至关重要。工程师通常使用均衡器来增强或减少录音中的特定harmonic components以达到所需的声音效果。如果某个特定的harmonic component过于突出,它可能会导致音轨听起来不平衡或刺耳。相反,提升某些harmonic components可以为声音增加温暖感和丰富性。此外,分析harmonic components在声学、电信甚至医学成像等多个领域也至关重要。在声学中,理解harmonic components如何与环境相互作用可以帮助设计更好的音乐厅或隔音空间。在电信中,工程师分析harmonic components以确保信号清晰地传输而不失真。在医学成像中,像MRI这样的技术利用与harmonic components相关的原理来创建人体的详细图像。总之,harmonic components的概念对音乐和科学都是基础性的。它使我们能够剖析和理解声音的复杂性,使音乐家能够创造美妙的音乐,工程师能够开发先进的技术。通过认识到harmonic components的重要性,我们可以欣赏声音的复杂性及其在各个领域的应用。无论你是音乐家、音频工程师,还是单纯的音乐爱好者,理解harmonic components都会丰富你的体验并加深你对声音艺术的欣赏。

相关单词

harmonic

harmonic详解:怎么读、什么意思、用法