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LaPlace Transform in Circuit Analysis

LaPlace Transform in Circuit Analysis Objectives: Calculate the LaPlace Transform of common functions using the definition and the LaPlace Transform tables LaPlace - Transform a Circuit , including components with non-zero initial conditions. Analyze a Circuit in the s-domain Check your s-domain answers using the initial value theorem (IVT) and final value theorem (FVT) Inverse LaPlace - Transform the result to get the time-domain solutions; be able to identify the forced and natural response components of the time-domain solution. (Note this material is covered in Chapter 12 and Sections ) LaPlace Transform in Circuit Analysis What types of circuits can we analyze? Circuits with any number and type of DC sources and any number of resistors. First-order (RL and RC) circuits with no source and with a DC source.

•First-order (RL and RC) circuits with no source and with a DC source. •Second-order (series and parallel RLC) circuits with no source and with a DC source. •Circuits with sinusoidal sources and any number of resistors, inductors, capacitors (and a transformer or op

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