steady-state oscillation

简明释义

稳恒态摇荡

英英释义

例句

1.In mechanical systems, steady-state oscillation 稳态振荡 can indicate a well-tuned resonance frequency.

在机械系统中，稳态振荡 steady-state oscillation可以表明调谐良好的共振频率。

2.The control system was designed to maintain steady-state oscillation 稳态振荡 despite external disturbances.

该控制系统旨在尽管受到外部干扰，仍能维持稳态振荡 steady-state oscillation。

3.The engineers monitored the system to ensure it reached steady-state oscillation 稳态振荡 before conducting further tests.

工程师们监测系统，以确保它在进行进一步测试之前达到了稳态振荡 steady-state oscillation。

4.In electrical circuits, achieving steady-state oscillation 稳态振荡 is crucial for consistent signal output.

在电路中，实现稳态振荡 steady-state oscillation 对于信号输出的一致性至关重要。

5.During the experiment, researchers observed steady-state oscillation 稳态振荡 patterns in the fluid dynamics.

在实验过程中，研究人员观察到流体动力学中的稳态振荡 steady-state oscillation模式。

作文

In the field of physics and engineering, the concept of steady-state oscillation plays a crucial role in understanding how systems behave under periodic forces. A steady-state oscillation refers to a condition where a system oscillates in a stable manner after being subjected to an external force for a certain period. This phenomenon is observed in various systems, including mechanical, electrical, and even biological systems. Understanding this concept is essential for designing and analyzing systems that rely on oscillatory behavior.To illustrate, consider a simple pendulum. When set into motion, the pendulum swings back and forth due to the force of gravity. Initially, the motion may be chaotic as the pendulum gains momentum, but eventually, it reaches a point where its oscillations become regular and predictable. At this stage, we can say that the pendulum is in a state of steady-state oscillation. The amplitude and frequency of the swing stabilize, allowing us to measure its properties accurately.In engineering applications, steady-state oscillation is particularly important in the design of circuits and mechanical systems. For example, in an electrical circuit, components like resistors, capacitors, and inductors can create oscillations when subjected to alternating current (AC). After a transient period, the circuit will reach a steady-state oscillation, characterized by a constant voltage and current waveform. Engineers must analyze these oscillations to ensure that the circuit operates efficiently and safely without excessive energy loss or component failure.Moreover, steady-state oscillation is not limited to mechanical and electrical systems. In biological systems, such as the human heart, oscillatory behavior can also be observed. The heart beats in a rhythmic pattern, which can be described as a form of steady-state oscillation. The regularity of heartbeats is vital for maintaining proper blood circulation and overall health. Any deviation from this steady rhythm can indicate underlying health issues, emphasizing the importance of understanding oscillations in biological contexts.In summary, the concept of steady-state oscillation is fundamental across various disciplines. It describes a condition where a system oscillates in a stable manner after an initial transient phase. Whether in mechanical systems, electrical circuits, or biological processes, recognizing and analyzing steady-state oscillation allows scientists and engineers to design more effective and reliable systems. As we continue to explore the complexities of oscillatory behavior, the significance of achieving and maintaining steady-state oscillation will remain a key focus in both research and practical applications.

在物理和工程领域，稳态振荡的概念在理解系统在周期性力作用下的行为方面起着至关重要的作用。稳态振荡指的是在经历一段时间的外部力作用后，系统以稳定的方式振荡的状态。这种现象在机械、电气甚至生物系统中都可以观察到。理解这个概念对于设计和分析依赖于振荡行为的系统至关重要。例如，考虑一个简单的摆。当摆被启动时，由于重力的作用，它会前后摆动。最初，运动可能是混乱的，因为摆获得了动量，但最终它会达到一个点，在这个点上，它的振荡变得规则和可预测。在这一阶段，我们可以说摆处于稳态振荡状态。摆动的幅度和频率稳定下来，使我们能够准确测量其特性。在工程应用中，稳态振荡在电路和机械系统的设计中尤为重要。例如，在电气电路中，电阻器、电容器和电感器等元件在施加交流电（AC）时会产生振荡。在经过一个瞬态阶段后，电路将达到稳态振荡，其特征是电压和电流波形保持恒定。工程师必须分析这些振荡，以确保电路高效、安全地运行，而不会过度损失能量或导致元件故障。此外，稳态振荡并不限于机械和电气系统。在生物系统中，例如人类心脏，也可以观察到振荡行为。心脏以有节奏的方式跳动，这可以被描述为一种稳态振荡。心跳的规律性对维持适当的血液循环和整体健康至关重要。任何偏离这种稳定节律的情况都可能表明潜在的健康问题，这强调了在生物学背景下理解振荡的重要性。总之，稳态振荡的概念在各个学科中都是基础性的。它描述了一种在初始瞬态阶段后，系统以稳定的方式振荡的状态。无论是在机械系统、电气电路还是生物过程中，认识和分析稳态振荡使科学家和工程师能够设计出更有效和可靠的系统。随着我们继续探索振荡行为的复杂性，实现和维持稳态振荡的重要性将始终是研究和实际应用的关键焦点。