sine shaped

简明释义

正弦的

英英释义

例句

1.In electronics, a sine shaped signal is often used for testing audio equipment.

在电子学中，正弦形状的信号常用于测试音频设备。

2.The graph of the function is sine shaped, indicating a periodic behavior.

该函数的图形是正弦形状的，表明其具有周期性行为。

3.To create a realistic sound wave, the synthesizer generates a sine shaped tone.

为了创建真实的声波，合成器生成一个正弦形状的音调。

4.The waveform produced by the oscillator is sine shaped, which means it has a smooth periodic oscillation.

由振荡器产生的波形是正弦形状的，这意味着它具有平滑的周期性振荡。

5.The sine shaped curve in the data visualization indicates fluctuations over time.

数据可视化中的正弦形状曲线表示随时间波动。

作文

The concept of waves is fundamental in various fields such as physics, engineering, and even art. One of the most intriguing types of waves is the one that can be described as having a sine shaped (正弦形状的) profile. This type of wave is characterized by its smooth, periodic oscillations, resembling the graph of the sine function in mathematics. The sine shaped (正弦形状的) wave is not just a mathematical abstraction; it has practical applications in real life, particularly in the study of sound and light. In acoustics, for instance, sound waves can often be represented as sine shaped (正弦形状的) waves. When a musical instrument produces sound, it generates vibrations in the air that travel as waves. These waves can be analyzed using the sine function to understand their frequency and amplitude. A pure tone, such as that produced by a tuning fork, can be described as a sine shaped (正弦形状的) wave, making it easier to study the properties of sound. Similarly, in the field of electronics, alternating current (AC) is often represented as a sine shaped (正弦形状的) waveform. AC power is used in homes and industries, and understanding its sine shaped (正弦形状的) nature helps engineers design circuits that can efficiently use this type of energy. The periodic rise and fall of the voltage in an AC circuit can be visualized as a sine shaped (正弦形状的) curve, which is crucial for analyzing how electrical devices operate over time. In addition to these scientific applications, the aesthetic qualities of sine shaped (正弦形状的) forms have also found their way into art and design. Artists often draw inspiration from natural patterns, many of which exhibit sine shaped (正弦形状的) characteristics. For example, the gentle undulations of ocean waves or the rhythmic patterns of a dancer's movements can be likened to the smooth curves of a sine wave. This connection between mathematics and art highlights the beauty of sine shaped (正弦形状的) forms in our world. Moreover, the sine shaped (正弦形状的) wave is a foundational concept in signal processing. Engineers use this wave shape to modulate signals for communication systems. For instance, radio waves can be transmitted using sine shaped (正弦形状的) signals, allowing for the transfer of information over long distances. By manipulating the amplitude or frequency of these sine shaped (正弦形状的) waves, different channels of communication can be established. In conclusion, the sine shaped (正弦形状的) wave is a versatile and essential concept that bridges the gap between mathematics, science, and art. Its smooth oscillations are not only pleasing to the eye but also serve practical purposes in understanding sound, electricity, and even artistic expression. By exploring the various contexts in which sine shaped (正弦形状的) waves appear, we can appreciate the interconnectedness of different fields of study and the beauty of mathematical principles in our everyday lives.

波的概念在物理学、工程学甚至艺术等多个领域中都是基础的。最引人入胜的波类型之一是可以被描述为具有sine shaped（正弦形状的）轮廓的波。这种波的特点是其平滑的周期性振荡，类似于数学中的正弦函数图形。sine shaped（正弦形状的）波不仅仅是一个数学抽象；它在现实生活中有实际应用，特别是在声音和光的研究中。例如，在声学中，声音波通常可以表示为sine shaped（正弦形状的）波。当乐器发出声音时，它会在空气中产生振动，这些振动以波的形式传播。通过使用正弦函数来分析这些波，我们可以理解它们的频率和振幅。由音叉产生的纯音可以被描述为sine shaped（正弦形状的）波，从而使我们更容易研究声音的特性。同样，在电子学领域，交流电（AC）通常表示为sine shaped（正弦形状的）波形。交流电力用于家庭和工业，理解其sine shaped（正弦形状的）特性帮助工程师设计能够有效利用这种能量的电路。交流电路中电压的周期性升降可以可视化为sine shaped（正弦形状的）曲线，这对于分析电气设备如何随时间运行至关重要。除了这些科学应用，sine shaped（正弦形状的）形式的美学特质也已经进入艺术和设计。艺术家们经常从自然模式中汲取灵感，其中许多展现了sine shaped（正弦形状的）特征。例如，海浪的温和起伏或舞者动作的韵律可以比作正弦波的平滑曲线。这种数学与艺术之间的联系突显了我们世界中sine shaped（正弦形状的）形式的美。此外，sine shaped（正弦形状的）波是信号处理中的基础概念。工程师使用这种波形来调制通信系统的信号。例如，广播波可以使用sine shaped（正弦形状的）信号进行传输，从而允许信息在长距离上传递。通过操控这些sine shaped（正弦形状的）波的幅度或频率，可以建立不同的通信频道。总之，sine shaped（正弦形状的）波是一个多功能且基本的概念，桥接了数学、科学和艺术之间的差距。其平滑的振荡不仅令人愉悦，而且在理解声音、电力甚至艺术表现方面具有实际意义。通过探索sine shaped（正弦形状的）波出现的各种背景，我们可以欣赏不同学科之间的相互联系以及日常生活中数学原理的美丽。