harmonics
简明释义
n. 和声学；泛音；数律分析法
英英释义
单词用法
球函数 |
同义词
反义词
| 不和谐 | The music was filled with dissonance, creating a sense of tension. | 这段音乐充满了不和谐，营造出一种紧张的氛围。 | |
| 不和 | Their opinions were in discord, leading to a heated argument. | 他们的观点不一致，导致了一场激烈的争论。 |
例句
1.AN approach of measuring harmonics in power system based on artificial neural network (ANN) is put forward in this paper.
提出了一种基于人工神经元网络(ANN)的电力系统谐波测量方法。
2.The violinist had the technical skill to execute the cadenza, with its double stops and harmonics, with brilliance.
小提琴手有用双倍停顿及和弦来精彩地演奏华彩乐段的技能。
3.It usually appears at the RF, blade passage frequency and commutator brush frequency, and their higher harmonics.
它通常出现在射频，叶片通过频率和整流子刷频率，其高次谐波。
4.There are several power quality issues such as power surges, voltage sags, outages, harmonics, etc.
电能质量问题包括以下几种：电涌、电压闪变、断电、谐波等。
5.And Saul orientation, "soil" dust is harmonics "old" (dust) in China, this means that are old and over.
还有扫尘迎新，“土”是谐音“陈”(尘)在中国，这意味着又老又过去了。
6.You know them as harmonics or overtones.
你把它们当做和声或弦外音。
7.Along with the harmonics loads increased, the harmonics pollution of the power system is increasingly serious.
随着谐波负荷的增加，电力系统的谐波污染日益严重。
谐和贵得很。
9.Harmonics are deformations to the ideal electrical wave or sine wave.
谐波是理想电波或正弦电波的变形。
10.The engineer adjusted the settings to minimize unwanted harmonics 谐波 in the audio signal.
工程师调整了设置，以最小化音频信号中的不必要的harmonics 谐波。
11.In a guitar, the vibration of the strings produces various harmonics 谐波 that contribute to its unique tone.
在吉他中，弦的振动产生各种harmonics 谐波，这使其独特的音色得以形成。
12.In music theory, understanding the concept of harmonics 谐波 is essential for creating rich sound textures.
在音乐理论中，理解harmonics 谐波的概念对于创造丰富的音色至关重要。
13.The study of harmonics 谐波 is crucial for sound engineers when mixing tracks.
对于音响工程师来说，学习harmonics 谐波在混音时至关重要。
14.Musicians often use harmonics 谐波 to create interesting effects in their performances.
音乐家们常常使用harmonics 谐波来在演出中创造有趣的效果。
作文
In the world of music and sound, the concept of harmonics (谐波) plays a crucial role in shaping how we perceive different tones and pitches. At its core, harmonics refers to the frequencies that are integer multiples of a fundamental frequency. When a musical instrument produces a sound, it doesn't just generate a single frequency; instead, it creates a complex wave that includes the fundamental frequency along with various harmonics (谐波). These additional frequencies enrich the sound, giving it depth and character.For example, when a guitar string is plucked, it vibrates at a fundamental frequency, which determines the note being played. However, it also vibrates at higher frequencies, which are the harmonics (谐波) of that fundamental frequency. These harmonics (谐波) contribute to the unique timbre of the guitar, distinguishing it from other instruments like the piano or violin, which have their own sets of harmonics (谐波).The study of harmonics (谐波) extends beyond music into various fields such as physics and engineering. In acoustics, understanding harmonics (谐波) helps engineers design spaces that enhance sound quality, such as concert halls or recording studios. The way sound waves interact with surfaces can amplify or dampen specific harmonics (谐波), affecting the overall listening experience.In addition to its applications in music and acoustics, harmonics (谐波) also has significance in electrical engineering. In this context, harmonics (谐波) refer to voltage or current waveforms that are multiples of the fundamental frequency of the electrical system. These harmonics (谐波) can cause inefficiencies and distortions in power systems, leading to overheating and equipment failure. Therefore, engineers must carefully analyze and mitigate harmonics (谐波) in electrical circuits to ensure smooth operation.Moreover, the concept of harmonics (谐波) can be found in nature as well. For instance, the way animals produce sounds—like the calls of birds or the songs of whales—often involves complex harmonics (谐波) that convey information about their identity, health, or territory. These natural harmonics (谐波) serve as a means of communication, showcasing the importance of harmonics (谐波) in both biological and ecological contexts.In conclusion, harmonics (谐波) is a multifaceted concept that permeates various aspects of our lives, from the music we enjoy to the technologies we rely on. By understanding harmonics (谐波), we gain insight into the richness of sound and the complexity of the world around us. Whether in the realm of art, science, or nature, harmonics (谐波) serves as a reminder of the interconnectedness of different disciplines and the beauty that arises from their interplay.
