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Unformatted text preview: V 1 Z 2 Z 1 V 2 + _ Lesson 36 Transfer Functions and Cascade Connections (Variant of Sections 111 and 112) (Variant of CLOs 111) This is the first lecture of a threelecture block on learning how filters work and designing firstorder filters. The end result is for the students to be able to design cascaded bandpass, band reject, or two onepole HP or LP cascade Filters. Since our text teaches transfer functions after studying Laplace transforms, these lessons will enable us to use Phasor notation to teach transfer functions and simple firstorder filters. This is useful if you are trying to cover filters in one semester for students that will not take the second semester of circuits. These three lectures are extracted from Chapters 11 and 12, and replace the Laplace operator s with j . In this first lesson the idea of a transfer function, input impedance and a cascade connection are covered. Start by defining a transfer function as: Transfer Function = Output Phasor/Input Phasor This definition requires that we have only one input and one output AND that the circuit is in the zero state (all Initial Conditions are zero). A transfer function requires twoports one input and one output to fulfill its Initial Conditions are zero)....
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 Spring '08
 MAURICIODEOLIVERIA

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