harmonic
简明释义
adj. 和声的；（与）声音和谐悦耳（有关）的；（有关）调和级数（或数列）的；谐波的，谐的；数律分析法的
n. 泛音；和声；谐波；数律分析法
复 数 h a r m o n i c s
英英释义
Relating to or characterized by harmony, especially in music. | 与和声有关或具有和声特征，尤其是在音乐中。 |
In mathematics, pertaining to harmonic functions or harmonic series. | 在数学中，涉及调和函数或调和级数。 |
单词用法
谐波分析，调和分析 | |
谐波电流；正弦电流 |
同义词
| 旋律的 | 这首歌的旋律线非常吸引人。 | ||
| 和谐的 | 音乐中的和谐音效产生了愉悦的效果。 | ||
| 交响的 | 交响乐编排为表演增添了深度。 | ||
| 悦耳的 | 她悦耳的声音迷住了观众。 |
反义词
| 不和谐的 | The music was dissonant, creating an uncomfortable atmosphere. | 这音乐是不和谐的，营造出一种不舒服的氛围。 | |
| 不一致的 | 他们的观点不一致，导致了一场激烈的辩论。 |
例句
1.It's clear that you're going to see a simple harmonic oscillation.
很明显，你会看到一个，简谐振荡。
2.The main harmonic problem in our country is consistency between utility and electrified railway.
我国谐波的主要问题是电力系统与电气化铁道的协调问题。
3.It stemmed instead from arguelles's personal philosophy, which emphasizes "the principle of harmonic resonance."
相反，它来源于arguelles强调“谐波共振律”的个人学说。
4.All I wanted was to harvest a harmonic relationship with her.
我想要的就是获得两人之间如和声般的融洽关系。
5.We've thought about oscillation now, simple harmonic motion.
我们现在考虑的是振动，简单的简谐运动。
6.He's trying to relax us here by slowing down the rate of harmonic change here.
他希望通过减慢泛音的变化速度让大家在这里快要睡着了。
7.The harmonic 和谐的 relationship between the two companies led to a successful partnership.
这两家公司之间的和谐的关系促成了成功的合作伙伴关系。
8.The music produced by the choir was filled with rich harmonic 和声的 layers.
合唱团演奏的音乐充满了丰富的和声的层次。
9.The harmonic 和谐的 balance of colors in the painting made it visually appealing.
画作中色彩的和谐的平衡使其在视觉上令人愉悦。
10.In physics, harmonic 谐波的 waves are essential for understanding sound and light.
在物理学中，谐波的波是理解声音和光的重要基础。
11.They studied harmonic 调和的 functions to better understand wave patterns.
他们研究了调和的函数，以更好地理解波动模式。
作文
In the realm of music and mathematics, the concept of harmonic (和谐的) relationships plays a crucial role. The term harmonic refers to the pleasing combination of tones or frequencies that create a sense of balance and order. When we listen to a symphony, the harmonic (和谐的) intervals between notes evoke emotions and transport us to different realms of thought and feeling. Composers meticulously craft their pieces to ensure that the harmonic (和谐的) elements resonate with the audience, creating an immersive experience.In mathematics, the idea of harmonic (和谐的) numbers and functions is equally fascinating. A harmonic (和谐的) series is a sequence of numbers that converge in a specific manner, often used in calculus and number theory. The properties of harmonic (和谐的) functions are essential in understanding various physical phenomena, such as waves and vibrations. For instance, when analyzing sound waves, the harmonic (和谐的) frequencies determine the quality of the sound produced by musical instruments.The importance of harmonic (和谐的) relationships extends beyond music and mathematics; it can also be found in nature. The harmonic (和谐的) patterns observed in the growth of plants, the formation of crystals, and even the structure of galaxies demonstrate the underlying order in what might seem chaotic. This natural harmonic (和谐的) order inspires artists and scientists alike, leading to innovations in design and technology.Moreover, the concept of harmonic (和谐的) balance is vital in our daily lives. In relationships, whether personal or professional, achieving a harmonic (和谐的) balance between different perspectives can lead to more effective communication and collaboration. Just as in music, where different instruments must align their harmonic (和谐的) frequencies to create a cohesive sound, individuals must find common ground to work together harmoniously.In conclusion, the term harmonic (和谐的) encompasses a wide range of meanings across various fields. From music to mathematics, and from nature to human relationships, the principles of harmonic (和谐的) balance and order are fundamental to understanding our world. By embracing these harmonic (和谐的) concepts, we can foster creativity, enhance communication, and appreciate the beauty that surrounds us. The exploration of harmonic (和谐的) relationships not only enriches our knowledge but also deepens our connection to the universe.
在音乐和数学的领域中，harmonic（和谐的）关系的概念起着至关重要的作用。harmonic一词指的是音调或频率之间令人愉悦的组合，创造出一种平衡和秩序感。当我们聆听交响乐时，音符之间的harmonic（和谐的）间隔激发情感，将我们带入不同的思想和感觉的境界。作曲家精心编排他们的作品，以确保harmonic（和谐的）元素与观众产生共鸣，从而创造出沉浸式的体验。在数学中，harmonic（和谐的）数字和函数的概念同样引人入胜。harmonic（和谐的）数列是一系列以特定方式收敛的数字，常用于微积分和数论。harmonic（和谐的）函数的性质对于理解各种物理现象，如波动和振动至关重要。例如，在分析声波时，harmonic（和谐的）频率决定了乐器所产生声音的质量。harmonic（和谐的）关系的重要性不仅限于音乐和数学；它也可以在自然界中找到。在植物的生长、晶体的形成，甚至是星系的结构中观察到的harmonic（和谐的）模式展示了看似混乱中的潜在秩序。这种自然的harmonic（和谐的）秩序激励着艺术家和科学家，从而推动设计和技术的创新。此外，harmonic（和谐的）平衡的概念在我们的日常生活中至关重要。在人际关系中，无论是个人还是职业，达到不同观点之间的harmonic（和谐的）平衡可以促进更有效的沟通与合作。就像在音乐中，不同乐器必须调整它们的harmonic（和谐的）频率以创造出和谐的声音，个人也必须找到共同点以和谐地合作。总之，harmonic（和谐的）一词在各个领域中涵盖了广泛的含义。从音乐到数学，从自然到人际关系，harmonic（和谐的）平衡和秩序的原则是理解我们世界的基础。通过拥抱这些harmonic（和谐的）概念，我们可以促进创造力，增强沟通，并欣赏我们周围的美。对harmonic（和谐的）关系的探索不仅丰富了我们的知识，也加深了我们与宇宙的联系。
