coupled mode
简明释义
耦合形式
英英释义
例句
1.In acoustics, the coupled mode 耦合模式 analysis is essential for understanding sound propagation.
在声学中,耦合模式 coupled mode 分析对于理解声音传播至关重要。
2.Understanding the coupled mode 耦合模式 can improve the design of waveguides in photonic devices.
理解耦合模式 coupled mode 可以改善光子设备中波导的设计。
3.The researchers studied the coupled mode 耦合模式 of vibrations in a multi-layered structure.
研究人员研究了多层结构中的耦合模式 coupled mode 振动。
4.The simulation revealed that the coupled mode 耦合模式 significantly affects the system's stability.
模拟显示,耦合模式 coupled mode 显著影响了系统的稳定性。
5.In optical systems, the coupled mode 耦合模式 theory helps explain how light interacts with different materials.
在光学系统中,耦合模式 coupled mode 理论有助于解释光如何与不同材料相互作用。
作文
In the realm of physics and engineering, the term coupled mode refers to a phenomenon where two or more modes of a system interact with each other. This interaction can significantly influence the behavior of the system, leading to complex dynamics that are crucial for understanding various physical processes. For instance, in mechanical systems, when two oscillators are coupled, their motions become interdependent, resulting in what is known as coupled mode oscillation. This concept is not only limited to mechanics; it also finds applications in electrical circuits, quantum mechanics, and even in the study of waves in different media.The significance of coupled mode can be observed in many practical scenarios. In telecommunications, for example, coupled modes in optical fibers can lead to signal interference, which is a critical factor in designing efficient communication systems. Understanding how these modes interact allows engineers to optimize the performance of fiber optics, ensuring that data transmission remains clear and uninterrupted.Moreover, in the field of structural engineering, coupled mode analysis plays a vital role in assessing the stability of buildings and bridges. When structures are subjected to external forces, such as wind or earthquakes, the coupled behavior of different modes can affect the overall response of the structure. Engineers must consider these interactions to design safer and more resilient infrastructures.In addition to its applications, the study of coupled mode systems provides valuable insights into the fundamental principles of physics. For instance, the coupling of modes can lead to phenomena such as resonance, where the amplitude of oscillations increases dramatically at certain frequencies. This principle is not only fascinating from a theoretical standpoint but also has practical implications, such as in musical instruments where the coupling between different parts produces rich sounds.To illustrate further, consider a simple example of two pendulums that are connected by a spring. When one pendulum swings, it affects the motion of the other through the spring. This interaction exemplifies coupled mode dynamics, where the energy and momentum are exchanged between the two pendulums. The resulting motion can be quite complex, showcasing the beauty and intricacy of coupled systems.In conclusion, the concept of coupled mode is essential in various scientific and engineering disciplines. Its implications stretch from telecommunications to structural engineering, highlighting the interconnectedness of different physical systems. By studying coupled mode interactions, researchers and engineers can develop better technologies and designs, ultimately enhancing our understanding of the world around us. As we continue to explore the complexities of coupled systems, we unlock new possibilities and innovations that can benefit society as a whole.
在物理和工程领域,术语coupled mode指的是系统中两个或多个模式相互作用的现象。这种相互作用可以显著影响系统的行为,导致复杂的动态,这是理解各种物理过程的关键。例如,在机械系统中,当两个振荡器耦合时,它们的运动变得相互依赖,形成所谓的coupled mode振荡。这个概念不仅限于力学;它还应用于电路、量子力学,甚至是不同介质中波的研究。coupled mode的重要性可以在许多实际场景中观察到。例如,在电信中,光纤中的耦合模式可能导致信号干扰,这是设计高效通信系统的关键因素。理解这些模式如何相互作用使工程师能够优化光纤的性能,确保数据传输清晰且不中断。此外,在结构工程领域,coupled mode分析在评估建筑物和桥梁的稳定性方面发挥着重要作用。当结构受到外部力量(如风或地震)作用时,不同模式的耦合行为可能会影响结构的整体响应。工程师必须考虑这些相互作用,以设计更安全、更有韧性的基础设施。除了其应用,coupled mode系统的研究提供了对物理基本原理的宝贵见解。例如,模式的耦合可能导致共振现象,在某些频率下,振动幅度显著增加。这一原理不仅从理论角度引人入胜,而且具有实际意义,例如在乐器中,不同部分之间的耦合产生丰富的音色。为了进一步说明,考虑一个简单的例子:两个通过弹簧连接的摆。当一个摆摆动时,它通过弹簧影响另一个摆的运动。这种相互作用展示了coupled mode动态,其中能量和动量在两个摆之间交换。由此产生的运动可能相当复杂,展示了耦合系统的美丽和复杂性。总之,coupled mode的概念在各个科学和工程学科中都是至关重要的。它的影响从电信到结构工程,突显了不同物理系统之间的相互联系。通过研究coupled mode相互作用,研究人员和工程师可以开发更好的技术和设计,最终增强我们对周围世界的理解。随着我们继续探索耦合系统的复杂性,我们解锁了新的可能性和创新,这些都能惠及整个社会。
相关单词