iterative impedance

简明释义

重复阻抗

英英释义

例句

1.By analyzing the iterative impedance 迭代阻抗, we can better understand how changes affect system stability.

通过分析迭代阻抗 迭代阻抗，我们可以更好地理解变化如何影响系统稳定性。

2.In electronics, understanding iterative impedance 迭代阻抗 can lead to more efficient circuit designs.

在电子学中，理解迭代阻抗 迭代阻抗可以导致更高效的电路设计。

3.The team used a simulation tool to visualize the iterative impedance 迭代阻抗 throughout the testing phases.

团队使用模拟工具可视化测试阶段的迭代阻抗 迭代阻抗。

4.The design process involved assessing the iterative impedance 迭代阻抗 of each prototype to optimize performance.

设计过程涉及评估每个原型的迭代阻抗 迭代阻抗以优化性能。

5.The iterative impedance 迭代阻抗 analysis revealed critical insights into material properties during the experiment.

在实验过程中，迭代阻抗 迭代阻抗分析揭示了材料特性的关键见解。

作文

In the field of electrical engineering, the concept of iterative impedance plays a crucial role in analyzing and designing circuits. Impedance, which combines resistance and reactance, is fundamental for understanding how electrical components interact with each other. The term iterative impedance refers to a method where impedance calculations are repeated multiple times in order to refine the results and achieve greater accuracy. This approach is particularly useful in complex systems where simple calculations may not provide sufficient insight into the behavior of the circuit.The process of using iterative impedance typically begins with an initial estimate of the impedance values based on known parameters. Engineers will then simulate the circuit's behavior using these initial values, observing how the system responds under various conditions. After the first round of simulations, they analyze the results to identify discrepancies between the expected and actual performance. These discrepancies highlight areas where the initial impedance estimates may be inaccurate or incomplete.Once the engineers have identified these issues, they adjust the impedance values accordingly. This adjustment process can involve recalculating the resistance and reactance of individual components or even modifying the circuit configuration itself. By incorporating these changes, engineers can run another round of simulations, leading to a new set of results. This cycle of adjusting impedance values and simulating the circuit continues until the results converge on a stable and accurate representation of the circuit's behavior.One of the key advantages of using iterative impedance is that it allows for a more nuanced understanding of how different components interact within a circuit. For instance, in a power distribution system, the interaction between transformers, capacitors, and inductors can create complex impedance relationships that are not easily captured through linear calculations. By employing an iterative approach, engineers can uncover these complexities and design more efficient systems.Moreover, the iterative impedance method is not limited to electrical engineering alone. It finds applications in various fields such as acoustics, mechanical systems, and even financial modeling, where iterative processes are essential for refining predictions and improving outcomes. In each of these fields, the underlying principle remains the same: repeated adjustments and refinements lead to better accuracy and performance.In conclusion, the concept of iterative impedance is vital for engineers working with complex electrical systems. By utilizing an iterative approach to impedance calculations, they can achieve a deeper understanding of circuit dynamics and enhance the overall performance of their designs. As technology continues to advance, the importance of precise and accurate modeling will only grow, making methods like iterative impedance increasingly relevant in the quest for innovation and efficiency in engineering practices.

在电气工程领域，“iterative impedance”这一概念在分析和设计电路中起着至关重要的作用。阻抗结合了电阻和电抗，是理解电气元件相互作用的基础。“iterative impedance”一词指的是一种方法，其中阻抗计算被重复多次，以便细化结果并实现更高的准确性。这种方法在复杂系统中尤为有用，因为简单的计算可能无法提供足够的电路行为洞察。使用“iterative impedance”的过程通常从基于已知参数的初始阻抗值估计开始。工程师将使用这些初始值模拟电路的行为，观察系统在不同条件下的响应。在第一次模拟后，他们分析结果，以识别预期性能与实际性能之间的差异。这些差异突显出初始阻抗估计可能不准确或不完整的地方。一旦工程师识别出这些问题，他们就会相应地调整阻抗值。此调整过程可能涉及重新计算单个组件的电阻和电抗，甚至修改电路配置本身。通过纳入这些更改，工程师可以进行另一轮模拟，从而产生一组新的结果。这种调整阻抗值和模拟电路的循环继续进行，直到结果收敛到电路行为的稳定和准确表示。使用“iterative impedance”的一个主要优势是，它允许对电路中不同组件之间的相互作用有更细致的理解。例如，在电力分配系统中，变压器、电容器和电感器之间的相互作用可能会产生复杂的阻抗关系，这些关系通过线性计算难以捕捉。通过采用迭代方法，工程师可以揭示这些复杂性，并设计出更高效的系统。此外，“iterative impedance”方法不仅限于电气工程。它在声学、机械系统甚至金融建模等各个领域都有应用，在这些领域中，迭代过程对于细化预测和改善结果至关重要。在每个领域中，基本原则保持不变：重复的调整和细化导致更好的准确性和性能。总之，“iterative impedance”的概念对从事复杂电气系统的工程师至关重要。通过利用迭代方法进行阻抗计算，他们可以更深入地理解电路动态，并增强其设计的整体性能。随着技术的不断进步，精确和准确建模的重要性只会增加，使得像“iterative impedance”这样的技术在工程实践中的创新和效率追求中愈加相关。