# Electric Circuits By Theodore F Bogart 6th Edition

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electrical and electronic principles and technology, third edition

and a.c. circuits, covering both steady and transient states, and applies these principles . and three-phase induction motors. New topics included in this edition are a complete update on semiconductor diodes and transistors, and. new further problems added. A new feature of this third edition is that a free Internet download (lecturers only) is available. text — see below. The third edition of this textbook provides coverage of the following syllabuses: (i) ‘Electrical and Electronic Principles’ (Unit 5.the analysis and design linear circuits, 6th edition

An approximation to the waveform can be obtained by ignoring the contributions of all except the dominant poles. We can ignore the other poles by simply discarding their terms in the partial fraction expansion of F(s). The purpose of this example is to examine a dominant pole approximation of the transform s + 1000 F ( s ) = 106 s + 4000s + 252 + 1002 (a) Construct a partial-fraction expansion of F(s) and find f(t). (b) Construct a pole-zero diagram of F(s) and identify the dominant poles. (c) .the analysis and design linear circuits, 6th edition

lear all syms vs is vx io vo mu R1 R2 RL % Write a node-voltage equation Eqn1 = '(vx-vs)/R1 + (vx-(-mu*vx))/R2'; % Write additional equations relating the circuit parameters Eqn2 = 'vo + mu*vx'; Eqn3 = 'is - (vs-vx)/R1'; Eqn4 = 'vo - io*RL'; % Solve the equations Soln = solve(Eqn1,Eqn2,Eqn3,Eqn4,'vx','vo','is','io'); vo = simplify(Soln.vo); is = simplify(Soln.is); io = simplify(Soln.io); % Compute the gains Ki = simplify(io/is) Kv = simplify(vo/vs) Ki = -mu*R2/RL/(1+mu) Kv = -mu*R2/(R2+R1+R1*mu)
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