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Second-Order Circuits [相容模式]

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2012/10/241Second- order Circuits Introduction Finding Initial and Final Values The Source-Free SeriesRLCCircuit The Source-Free ParallelRLCCircuit Step Response of a SeriesRLCCircuit Step Response of a ParallelRLCCircuit General Second-Order Circuits Duality ApplicationsIntroduction A Second-Order circuit is characterized by asecond- order differential equation. It consists of resistors and the equivalent oftwo energy storage Initial and Final Values v(0),i(0),dv(0)/dt,di(0)/dt,v( ), andi( ) Two key points: vandiare defined according to thepassive signconvention. Continuity properties: Capacitor voltage:(VS-like) Inductor current:(IS-like))0()0()0()0( LLCCiivvvi+_Example).

•General Second-Order Circuits •Duality •Applications Introduction •A second-order circuit is characterized by a second-order differential equation. •It consists of resistors and the equivalent of two energy storage elements. 2012/10/24 2 Finding Initial and Final Values

  Second, Order, Differential, Circuit, Order differential, Second order circuits

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