loop-gain method

简明释义

环路增益法

英英释义

例句

1.During the simulation, we utilized the loop-gain method 回路增益法 to assess the performance of our new algorithm.

在模拟过程中，我们利用回路增益法 loop-gain method 来评估我们新算法的性能。

2.The loop-gain method 回路增益法 helps identify the critical points in a control loop.

回路增益法 loop-gain method 有助于识别控制回路中的关键点。

3.The loop-gain method 回路增益法 is essential for tuning PID controllers effectively.

回路增益法 loop-gain method 对于有效调节PID控制器至关重要。

4.Engineers apply the loop-gain method 回路增益法 to optimize feedback loops in automation systems.

工程师们使用回路增益法 loop-gain method 来优化自动化系统中的反馈回路。

5.In control system design, the loop-gain method 回路增益法 is often used to analyze system stability.

在控制系统设计中，回路增益法 loop-gain method 常用于分析系统稳定性。

作文

The field of control systems engineering is complex and multifaceted, requiring a deep understanding of various methodologies to analyze and design effective systems. One such methodology that has gained prominence among engineers is the loop-gain method, also known as the 回路增益法 in Chinese. This technique is particularly useful for assessing the stability and performance of feedback control systems.To comprehend the loop-gain method, it is essential first to understand the concept of gain in control systems. Gain refers to the ratio of output to input in a system, and it plays a crucial role in determining how a system responds to changes in input. The loop-gain method focuses on the gain of the feedback loop, which is the portion of the system that feeds back information about the output to influence future inputs.In practice, the loop-gain method involves calculating the open-loop gain of a system, which is the product of the gains of all components within the feedback loop. This calculation allows engineers to evaluate whether the system will remain stable under various conditions. A system is considered stable if the loop-gain method indicates that the gain does not exceed a certain threshold, preventing oscillations or uncontrolled behavior.One of the significant advantages of the loop-gain method is its ability to simplify the analysis of complex systems. By focusing on the loop gain, engineers can identify critical points where adjustments can be made to improve stability and performance without needing to delve into every component individually. This efficiency is invaluable, especially in large-scale systems where numerous variables are at play.Moreover, the loop-gain method provides insights into how changes in one part of the system affect the overall performance. For instance, if an engineer modifies a particular component, the loop-gain method allows them to quickly assess how this change impacts the loop gain and, consequently, the stability of the entire system. This feedback mechanism is vital for iterative design processes, enabling engineers to make informed decisions and optimize system performance.In conclusion, the loop-gain method is an essential tool in control systems engineering, offering a systematic approach to analyzing feedback loops and ensuring stability. Its focus on gain allows for efficient evaluation and adjustment of complex systems, making it a preferred choice among engineers. As technology continues to evolve and systems become more intricate, the loop-gain method will undoubtedly remain a cornerstone of effective control system design and analysis, helping engineers navigate the challenges of modern engineering with confidence and precision.

控制系统工程领域复杂而多面，需要深入理解各种方法论以分析和设计有效的系统。其中一种在工程师中越来越受到重视的方法是回路增益法，在英语中称为loop-gain method。该技术在评估反馈控制系统的稳定性和性能方面特别有用。要理解回路增益法，首先需要了解控制系统中增益的概念。增益是指系统输出与输入的比率，它在确定系统如何响应输入变化方面起着关键作用。回路增益法专注于反馈回路的增益，即系统中将输出信息反馈以影响未来输入的部分。在实践中，回路增益法涉及计算系统的开环增益，即反馈回路中所有组件增益的乘积。此计算允许工程师评估系统在各种条件下是否保持稳定。如果通过回路增益法指示增益未超过某个阈值，则系统被认为是稳定的，从而防止振荡或失控行为。回路增益法的一个显著优势是它能够简化复杂系统的分析。通过关注回路增益，工程师可以识别出可以进行调整以改善稳定性和性能的关键点，而无需逐个深入研究每个组件。这种效率在大规模系统中尤为宝贵，因为在这些系统中，许多变量同时发挥作用。此外，回路增益法提供了对系统某一部分变化如何影响整体性能的洞察。例如，如果工程师修改某个特定组件，回路增益法使他们能够快速评估这一变化如何影响回路增益，从而影响整个系统的稳定性。这种反馈机制对于迭代设计过程至关重要，使工程师能够做出明智的决策并优化系统性能。总之，回路增益法是控制系统工程中的一项重要工具，提供了一种系统的方法来分析反馈回路并确保稳定性。其对增益的关注使得复杂系统的高效评估和调整成为可能，使其成为工程师的首选。随着技术的不断发展和系统变得更加复杂，回路增益法无疑将继续作为有效控制系统设计和分析的基石，帮助工程师自信而精准地应对现代工程的挑战。