# Circuit Analysis II with MATLAB Applications by Steven T. Karris

By Steven T. Karris

Designed to be used in a moment path in circuit research, this article engages an entire spectrum of circuit research comparable topics starting from the main summary to the main useful. this isn't a math textual content. although, the differential equations and Laplace transformation fabric provided during this textual content is sufficient for the derivation of pertinent family members and there's no have to confer with complicated math texts. Featured are equipment of expressing indications when it comes to the uncomplicated features, an advent to moment order circuits, and several other examples of interpreting electrical circuits utilizing Laplace transformation tools. even though now not written explicitly for use with MATLAB, this article presents many beneficial assistance and techniques for MATLAB, permitting scholars to get the main out of the preferred software. all the info supplied is designed to be lined in a single semester or quarters. for additional info. please stopover at the Orchard courses web site.

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**Additional resources for Circuit Analysis II with MATLAB Applications**

**Example text**

0 . 22. Circuit for Exercise 2 ` 3. 23, the switch S has been closed for a very long time and opens at t = 0 . Compute v C t for t ! 0 . 23. Circuit for Exercise 3 1-38 Circuit Analysis II with MATLAB Applications Orchard Publications Exercises ` 4. 24, the switch S has been closed for a very long time and opens at t = 0 . Compute v C t for t ! 0 . 24. Circuit for Exercise 4 5. 25, the switch S has been in position A for closed for a very long time and it is placed in position B at t = 0 . Find the value of R that will cause the circuit to become critically damped and then compute v C t and i L t for t !

0 . 24. Circuit for Exercise 4 5. 25, the switch S has been in position A for closed for a very long time and it is placed in position B at t = 0 . Find the value of R that will cause the circuit to become critically damped and then compute v C t and i L t for t ! 25. Circuit for Exercise 5 6. 26, the switch S has been closed for a very long time and opens at t = 0 . Compute v AB t for t ! 0 . 26. 11 Solutions to Exercises Dear Reader: The remaining pages on this chapter contain the solutions to the exercises.

25, the switch S has been in position A for closed for a very long time and it is placed in position B at t = 0 . Find the value of R that will cause the circuit to become critically damped and then compute v C t and i L t for t ! 25. Circuit for Exercise 5 6. 26, the switch S has been closed for a very long time and opens at t = 0 . Compute v AB t for t ! 0 . 26. 11 Solutions to Exercises Dear Reader: The remaining pages on this chapter contain the solutions to the exercises. You must, for your benefit, make an honest effort to find the solutions to the exercises without first looking at the solutions that follow.