Basic Network Theory with Computer Applications offers a dtailed study of network theory for students of electrical and computer engineering. It unifies the writing of equations for frequency and time domain and emphasizes their solution by matrix methods. The book includes current network theory subjects with full explanations of theoretical steps by using numeous solved problems.
The book opens with presentation of definitions of linear resistors and independent sources, offers explanations of Kirchhoff's laws, and deals with the concepts of power. This is followed by the definition of dependent sources and a thorough explanation how to analyze arbitrary resistive network in nodal or mesh formulations. Recommended are solutions by matrix algebra; this familiarizers readers with methods they'll need in later studies.
More advanced subjects are also covered. The reaer gets a simple explanation on how nonlinear networks can be solved and how the linear network theory is re-used in such solutions. Sensitivities of network to element changes are also treated, followed by the explanation of the most modern method for setting up network equations, the modified nodal formulation.
1. Basic Cocepts
2. Nodal And Mesh Analysis
3. Matrix Methods
4. Dependent Sources
5. Network Transformations
6. Capacitors And Inductors
7. Networks With Capacitors And Inductors
8. Frequency Domain
9. Laplace Transformation
10. Time Domain
,etc.