This comprehensive textbook covers all subjects on linear circuit theory, with the emphasis on learning the subject without an excessive amount of information. This unique approach stresses knowledge rather than computer use to start and differs from other books by introducing matrix algebra early in the book. The book’s 290 problems are meant to be solved using matrix algebra, which provides the reader with a strong foundation on which to build.
Basic Concepts
Nodal and Mesh Analysis
Matrix Methods
Dependent Sources
Network Transformations
Capacitors and Inductors
Networks with Capacitors and Inductors
Frequency Domain
Laplace Transformation
Time Domain
Network Functions
Active Networks
Two-Ports
Transformers
Modeling and Numerical Methods
Sensitivities
Modified Nodal Formulation
Fourier Series and Transformation
Appendix: Scaling of Linear Networks
Biography
Vlach, Jiri||