electronic susceptance

简明释义

电子电纳

英英释义

例句

1.The electronic susceptance (电子易纳) of a capacitor can be calculated using its reactance in AC circuits.

电容器的electronic susceptance（电子易纳）可以通过其在交流电路中的反应计算得出。

2.When designing filters, the electronic susceptance (电子易纳) plays a key role in determining frequency response.

在设计滤波器时，electronic susceptance（电子易纳）在确定频率响应中起着关键作用。

3.The electronic susceptance (电子易纳) of an inductor is negative, indicating its reactive nature.

电感器的electronic susceptance（电子易纳）是负值，表明其反应特性。

4.In electrical engineering, understanding electronic susceptance (电子易纳) is crucial for analyzing circuit behavior.

在电气工程中，理解electronic susceptance（电子易纳）对于分析电路行为至关重要。

5.To improve power factor, engineers often focus on adjusting electronic susceptance (电子易纳) in the system.

为了改善功率因数，工程师通常专注于调整系统中的electronic susceptance（电子易纳）。

作文

In the realm of electrical engineering, understanding various concepts is crucial for designing and analyzing circuits. One such important concept is electronic susceptance, which plays a vital role in characterizing how circuits respond to alternating current (AC). To grasp this concept fully, we need to delve into its definition, significance, and application in real-world scenarios.Electronic susceptance refers to the measure of how easily a circuit allows the flow of electric current when subjected to an alternating voltage. It is the imaginary part of admittance, which is the total measure of how easily current can flow in a circuit. Admittance itself is composed of two components: conductance and susceptance. While conductance represents the real part that accounts for the resistive elements in a circuit, electronic susceptance embodies the reactive components, which include capacitors and inductors.The significance of electronic susceptance lies in its ability to provide insights into the behavior of AC circuits. For instance, when analyzing a circuit with capacitive and inductive elements, engineers must consider both the conductance and susceptance to understand the overall performance. Capacitors tend to store energy in an electric field, while inductors store energy in a magnetic field. This distinction is essential because it influences how the circuit responds to changes in voltage and current.In practical terms, electronic susceptance can be calculated using the formula: B = 1/X, where B represents susceptance and X denotes reactance. Reactance, in turn, is determined by the frequency of the AC signal and the values of the inductors and capacitors present in the circuit. By calculating the electronic susceptance, engineers can predict how much current will flow through the circuit at a given frequency, which is crucial for designing efficient systems.Moreover, understanding electronic susceptance is vital for applications such as filter design, impedance matching, and resonance in circuits. For example, in designing a band-pass filter, engineers must ensure that the susceptance of the circuit aligns with the desired frequency range. This alignment ensures that the filter effectively allows signals within a specific frequency band while attenuating those outside of it.Furthermore, as technology advances, the relevance of electronic susceptance continues to grow. With the rise of renewable energy sources and smart grid technologies, engineers are increasingly tasked with optimizing circuit designs to improve efficiency and reliability. Understanding how different components contribute to the overall susceptance of a circuit is essential for achieving these goals.In conclusion, electronic susceptance is a fundamental concept in electrical engineering that provides valuable insights into the behavior of AC circuits. Its role in measuring how easily current flows in response to alternating voltage is critical for designing efficient electrical systems. By mastering the principles of electronic susceptance, engineers can enhance their ability to create innovative solutions in an ever-evolving technological landscape.

在电气工程领域，理解各种概念对于设计和分析电路至关重要。一个重要的概念是电子易导性，它在表征电路对交流电（AC）的响应中发挥着关键作用。要充分掌握这一概念，我们需要深入了解其定义、重要性以及在实际场景中的应用。电子易导性是指电路在施加交流电压时允许电流流动的容易程度的度量。它是导纳的虚部，导纳是电流在电路中流动的容易程度的总度量。导纳本身由两个组成部分构成：导电性和易导性。导电性代表了电路中考虑到的电阻元件的实部，而电子易导性则体现了反应元件，包括电容器和电感器。电子易导性的重要性在于它能够提供对交流电路行为的洞察。例如，在分析包含电容和电感元件的电路时，工程师必须考虑导电性和易导性，以理解整体性能。电容器倾向于在电场中存储能量，而电感器则在磁场中存储能量。这种区分至关重要，因为它影响电路对电压和电流变化的响应。在实际应用中，电子易导性可以通过公式计算：B = 1/X，其中B表示易导性，X表示反应性。反应性又由交流信号的频率以及电路中电感器和电容器的值决定。通过计算电子易导性，工程师可以预测在给定频率下电路中将流动多少电流，这对于设计高效系统至关重要。此外，理解电子易导性对于滤波器设计、阻抗匹配和电路中的共振等应用至关重要。例如，在设计带通滤波器时，工程师必须确保电路的易导性与所需的频率范围相一致。这种一致性确保滤波器有效地允许特定频率范围内的信号，同时衰减超出该范围的信号。此外，随着技术的发展，电子易导性的相关性不断增长。随着可再生能源和智能电网技术的兴起，工程师越来越多地被要求优化电路设计，以提高效率和可靠性。理解不同组件如何影响电路的总体易导性对于实现这些目标至关重要。总之，电子易导性是电气工程中的一个基本概念，为交流电路的行为提供了宝贵的洞察。它在测量电流如何响应交流电压的流动容易程度方面的作用，对于设计高效的电气系统至关重要。通过掌握电子易导性的原理，工程师能够增强他们在不断发展的技术环境中创造创新解决方案的能力。