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The Filtering Mechanism Modeling and Simulation of Passive Power Filter Based on Differentiator Circuit

机译:基于鉴别器电路的无源电力滤波器滤波机制建模与仿真

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Traditional continuous-time filters are of integer order which the power loss of passive power filter is general very much.However,using fractional calculus,filters may also be represented by the more general fractional-order differential equations.In this work,firstly,the passive elements were described with fractional-order differential equations depending on the introduction of fractional calculus application research.Secondly,the mathematical model of fractional-order filters was derived and discussed which includes high impedance at a certain frequency and low impedance at others,and the integer-order filters are only a tight subset of fractional-order filters that are testified.At last,the filter design idea to the fractional-order domain is developed and the better filter performance of the fractional-order passive power filter is validated by the mathematical model analysis and simulation results.
机译:传统的连续时间过滤器具有整数的顺序,无源电力滤波器的功率损耗非常普遍。然而,使用分数微积分,滤波器也可以由更通用的分数级微分方程表示。这项工作,首先,根据分数微积分应用研究的引入描述了无源元件。第二,推导和讨论了分数级滤波器的数学模型,其包括在其他频率和低阻抗处的高阻抗。整数滤波器仅是作证的分数级滤波器的紧密子集。最后,开发了分数级域的过滤器设计思想,并且由分数级无源电力滤波器的更好的过滤器性能验证数学模型分析与仿真结果。

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