Linear Circuit Analysis

1. Introduction
2. Basic Concepts
3. Simple Circuits
4. Nodal and Mesh Analysis
5. Additional Analysis Techniques
6. AC Analysis
7. Magnetically Coupled Circuits
8. Polyphase Systems
9. Operational Amplifiers
10. Laplace Transforms
11. Time-Dependent Circuits
12. Two-Port Networks
Appendix

Assignments by chapter

Below are the recommended assignments (HW1-HW32) that are generated by default when the instructor creates a new Linear Circuit Analysis course and choses Selected HW assignments by chapter (37 assignments).

Module number HW namea HW numberb Description
Module 1 Series/Parallel HW 1 Identify R, L, C, voltage and current sources, nodes, and loops, series and parallel connections.
Module 2 Resistor simplification HW 2 Simplify a network of resistors using series and parallel transformations.
Module 3 Charge, current, voltage, energy and power HW 3 Compute charge, currents, voltages, energy and power in single source-load networks.
Module 4 Simple circuits HW 4 Compute currents, voltages, and powers (dissipated and generated) in simple networks using KVL, KCL, current and voltage division.
Module 5 DC nodal analysis (eqs.) HW 5 Write the system of nodal analysis equations (but do not solve it).
Module 6 DC nodal analysis (num.) HW 6 Write and solve the system of nodal analysis equations to compute currents, voltages and powers.
Module 7 DC mesh analysis (eqs.) HW 7 Write the system of mesh analysis equations (but do not solve it).
Module 8 DC mesh analysis (num.) HW 8 Write and solve the system of mesh analysis equations to compute currents, voltages and powers.
Module 9 DC superposition HW 9 Use the superposition method to compute currents and voltages in electric networks.
Module 10 DC source transformation HW 10 Simplify a circuit using successive source transformations.
Module 11 DC Norton/Thévenin HW 11 Compute the Norton and Thévenin equivalent circuits or DC networks.
Module 12 DC OpAmps HW 12 Analyze circuits containing one or more operational amplifiers.
Module 14 Inductors and capacitors HW 14 Current, voltage, charge, power and energy in inductors and capacitors; simplify networks of capacitors and inductors using series and parallel transformations.
Module 14 Impedance simplification HW 14 Compute the effective impedance of an AC network of R, L, and C using series and parallel combinations.
Module 15 AC nodal analysis HW 15 Compute currents and voltages in AC circuits using nodal analysis.
Module 16 AC mesh analysis HW 16 Compute currents and voltages in AC circuits using mesh analysis.
Module 17 AC superposition HW 17 Use the superposition method to compute currents and voltages in AC circuits.
Module 18 AC source transformation HW 18 Simplify an AC circuit using successive source transformations.
Module 19 AC Norton/Thévenin HW 19 Compute the Norton and Thévenin equivalent circuits or AC networks.
Module 20 AC coupled inductors HW 20 Compute currents and voltages in AC networks containing coupled inductors using mesh analysis.
Module 21 AC ideal transformers HW 21 Compute currents and voltages in AC networks containing ideal transformers using nodal or mesh analysis, or the transformer elimination method.
Module 22 Polyphase circuits HW 22 Three-phase circuits, delta-wye transformations, power, and power factor.
Module 23 RLC resonant circuits HW 23 Compute the resonant frequency, the quality factor, the band width, and half-power frequencies in RLC series and parallel circuits.
Module 24 AC OpAmps HW 24 Single OpAmp inverters and followers containing AC sources, resistors, inductors, and capacitors.
Module 25 AC power HW 25 Compute real power, reactive power, complex power, and power factor in AC circuits; power factor correction methods.
Module 26 AC maximum power transfer HW 26 Compute maximum power transferred in AC circuits; AC power factor correction.
Module 27 First-order transient circuits HW 27 Use the time relaxation approach to compute current and voltages in first-order transient circuits.
Module 28 ODE nodal analysis (eqs.) HW 28 Write the system of nodal analysis ODEs for first, second and higher-order transient circuits (zero and non-zero initial conditions).
Module 29 ODE mesh analysis (eqs.) HW 29 Write the system of mesh analysis ODEs for first, second and higher-order transient circuits (zero and non-zero initial conditions).
Module 30 Bode plots HW 30 Derive the transfer function from the Bode magnitude plot and draw the Bode magnitude plot of a transfer function.
Module 31 Laplace transforms HW 31 Compute the direct Laplace transform of various functions.
Module 32 Inverse Laplace transforms HW 32 Compute the inverse Laplace transform of various functions.
Module 33 Laplace impedance simplification HW 33 Transform a circuit to s-domain and compute its equivalent s-domain impedance.
Module 34 Laplace nodal analysis (num.) HW 34 Convert circuits to s-domain, then write and solve the system of nodal analysis equations for first and second-order transient circuits (zero initial conditions).
Module 35 Laplace mesh analysis (num.) HW 35 Convert circuits to s-domain, then write and solve the system of mesh analysis equations for first and second-order transient circuits (zero initial conditions).
Module 36 Laplace analysis (num.) HW 36 Source transformations, Norton/Thévenin equivalent circuits and superposition in the s-domain (zero initial conditions).
Module 37 Two-port networks HW 37 Compute y, z, h, and t parameters of DC and AC two-port networks.

bThe default homework name when a new course is generated in CircuitsU.

cThe default homework number when a new course is generated in CircuitsU.