indicator indicial admittance

简明释义

过渡导纳

英英释义

例句

1.In our latest project, we utilized the indicator indicial admittance to optimize performance metrics.

在我们最新的项目中，我们利用了指示性指标接纳度来优化性能指标。

2.The engineer explained that the indicator indicial admittance is crucial for understanding system responses.

工程师解释说，指示性指标接纳度 对于理解系统响应至关重要。

3.The software update included improvements to the indicator indicial admittance, making it more user-friendly.

软件更新包括对指示性指标接纳度的改进，使其更易于使用。

4.By adjusting the indicator indicial admittance, we were able to enhance the system's stability.

通过调整指示性指标接纳度，我们能够增强系统的稳定性。

5.The study showed that the indicator indicial admittance can predict future trends in data analysis.

研究表明，指示性指标接纳度 可以预测数据分析中的未来趋势。

作文

In the field of engineering and systems analysis, the term indicator indicial admittance plays a crucial role in understanding how systems respond to external stimuli. This concept is particularly significant in control theory, where it helps engineers and scientists analyze the behavior of dynamic systems. The indicator indicial admittance refers to a mathematical representation that indicates how a system will react when subjected to an input signal over a given period. This response can be essential for predicting future behavior and ensuring stability within a system.To elaborate, the indicator indicial admittance can be viewed as a tool that provides insight into the relationship between input and output in a system. By using this indicator, engineers can determine how changes in input affect the overall performance of a system. For instance, in electrical engineering, understanding the indicator indicial admittance of a circuit can help in designing more efficient circuits that minimize energy loss while maximizing output.Moreover, the practical applications of indicator indicial admittance extend beyond engineering. In economics, for example, this concept can be used to analyze how different economic policies might influence market behavior. By modeling the effects of specific indicators, economists can predict how changes in interest rates or taxation could impact consumer spending and investment.Additionally, the indicator indicial admittance is not limited to linear systems; it can also be applied to nonlinear systems. Nonlinear systems are often more complex and require advanced mathematical tools for analysis. However, by applying the principles of indicator indicial admittance, researchers can gain valuable insights into the dynamics of these systems, which can lead to better decision-making and improved outcomes.In conclusion, the concept of indicator indicial admittance is a vital aspect of system analysis that bridges various fields, including engineering, economics, and beyond. Its ability to provide a clear understanding of system responses makes it an invaluable tool for professionals seeking to optimize performance and predict future behaviors. As technology continues to advance and systems become increasingly complex, the importance of mastering concepts like indicator indicial admittance will only grow, paving the way for innovations and improvements across multiple disciplines.

在工程和系统分析领域，术语indicator indicial admittance在理解系统如何对外部刺激作出反应方面起着至关重要的作用。这个概念在控制理论中尤为重要，它帮助工程师和科学家分析动态系统的行为。indicator indicial admittance指的是一种数学表示，指示系统在特定时间内受到输入信号时的反应。这种反应对于预测未来行为和确保系统稳定性至关重要。进一步说，indicator indicial admittance可以看作是一个工具，它提供了输入与输出之间关系的洞察。通过使用这个指标，工程师可以确定输入的变化如何影响系统的整体性能。例如，在电气工程中，了解电路的indicator indicial admittance可以帮助设计更高效的电路，最大限度地减少能量损失，同时最大化输出。此外，indicator indicial admittance的实际应用不仅限于工程。在经济学中，例如，这个概念可以用来分析不同经济政策如何影响市场行为。通过对特定指标的影响进行建模，经济学家可以预测利率或税收的变化将如何影响消费者支出和投资。另外，indicator indicial admittance不仅适用于线性系统；它也可以应用于非线性系统。非线性系统通常更复杂，需要先进的数学工具进行分析。然而，通过应用indicator indicial admittance的原理，研究人员可以获得对这些系统动态的宝贵见解，从而导致更好的决策和改善的结果。总之，indicator indicial admittance的概念是系统分析的重要方面，连接了包括工程、经济学等多个领域。它能够清晰地理解系统反应，使其成为专业人士优化性能和预测未来行为的宝贵工具。随着技术的不断进步和系统变得越来越复杂，掌握像indicator indicial admittance这样的概念的重要性只会增加，为多个学科的创新和改进铺平道路。