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分数阶微积分运算是整数阶微积分运算概念的延伸,它们是分析和处理许多“非”问题和现象的有用工具,为了分析和处理许多“非”问题和现象,采用有限的惯性和比例微分电路的级联实现分数阶算子(Sv),并利用Pspice软件对所设计的电路做仿真验证,仿真结果与理论结果(Matlab仿真结果)基本一致,分数阶算子(Sv)的电路实现将为分数阶微积分的工程应用铺平道路。
Fractional calculus operations are an extension of the concepts of integral calculus operations that are useful tools for analyzing and handling many “non” problems and phenomena. In order to analyze and process many “non” problems and phenomena, a finite Fractional order operator (Sv) is realized by the cascade of inertia and proportional differential circuits. The simulation results of the designed circuit are verified by Pspice software. The simulation results are basically consistent with the theoretical results (Matlab simulation results) The circuit implementation will pave the way for engineering applications of fractional calculus.