E-book Particulars :
Language English
Pages 965
Format PDF
Dimension 17.9 MB

 

Electrical Network Theory by N. Balabanian and T. Bickart


 

Download PDF of Electrical Network Theory at no cost.


The Authors of Electrical Network Theory

Norman Balabanian and Theodore A. Bickart are the editors of Electrical Network Theory PDF E-book.

Primary Contents of Electrical Network Theory eBook


  • FUNDAMENTAL CONCEPTS 
  • ELEMENTARY MATRIX ALGEBRA.
  • NOTATION AND REFERENCES.
  • NETWORK CLASSIFICATION.
  • NETWORK COMPONENTS.
  • GRAPH THEORY AND NETWORK EQUATIONS.
  • INTRODUCTORY CONCEPT.
  • LINEAR GRAPHS.
  • BASIC LAWS OF ELECTRIC NETWORKS.
  • LOOP, NODE, AND NODE-PAIR EQUATIONS.
  • DUALITY.
  • NONRECIPROCAL AND ACTIVE NETWORKS.
  • MIXED-VARIABLE EQUATIONS.
  • NETWORK FUNCTIONS.
  • DRIVING-POINT AND TRANSFER FUNCTIONS.
  • MULTI TERMINAL NETWORKS.
  • TWO-PORT NETWORKS.
  • INTERCONNECTION OF TWO-PORT NETWORKS.
  • MULTI PORT NETWORKS.
  • THE INDEFINITE ADMITTANCE MATRIX.
  • THE INDEFINITE IMPEDANCE MATRIX.
  • STATE EQUATIONS.
  • ORDER OF COMPLEXITY OF A NETWORK.
  • BASIC CONSIDERATIONS IN WRITING STATE EQUATIONS.
  • TIME-DOMAIN SOLUTIONS OF THE STATE EQUATIONS.
  • FUNCTIONS OF A MATRIX.
  • SYSTEMATIC FORMULATION OF THE STATE EQUATIONS.
  • MULTI PORT FORMULATION OF STATE EQUATIONS.
  • INTEGRAL SOLUTIONS.
  • CONVOLUTION THEOREM.
  • IMPULSE RESPONSE.
  • STEP RESPONSE.
  • SUPERPOSITION PRINCIPLE.
  • NUMERICAL SOLUTION.
  • REPRESENTATIONS OF NETWORK FUNCTIONS.
  • POLES, ZEROS, AND NATURAL FREQUENCIES.
  • MINIMUM-PHASE FUNCTIONS.
  • MINIMUM-PHASE AND NON-MINIMUM-PHASE NETWORKS.
  • DETERMINING A NETWORK FUNCTION FROM ITS MAGNITUDE.
  • CALCULATION OF A NETWORK FUNCTION FROM A GIVEN ANGLE.
  • CALCULATION OF NETWORK FUNCTION FROM A GIVEN REAL PART.
  • INTEGRAL RELATIONSHIPS BETWEEN REAL AND IMAGINARY PARTS.
  • FREQUENCY AND TIME-RESPONSE RELATIONSHIPS.
  • FUNDAMENTALS OF NETWORK SYNTHESIS.
  • TRANSFORMATION OF MATRICES.
  • QUADRATIC AND HERMITIAN FORMS.
  • ENERGY FUNCTIONS.
  • POSITIVE REAL FUNCTIONS.
  • REACTANCE FUNCTIONS.
  • IMPEDANCES AND ADMITTANCES OF RC NETWORKS.
  • TWO-PORT PARAMETERS.
  • LOSSLESS TWO-PORT TERMINATED IN A RESISTANCE.
  • PASSIVE AND ACTIVE RC TWO-PORTS.
  • TH E SCATTERING PARAMETERS.
  • The SCATTERING RELATIONS OF A ONE-PORT.
  • MULTIPORT SCATTERING RELATIONS.
  • TH E SCATTERING MATRIX AND POWER TRANSFER.
  • PROPERTIES OF THE SCATTERING MATRIX.
  • COMPLEX NORMALIZATION.
  • SIGNAL-FLO W GRAPHS AND FEEDBACK.
  • AN OPERATIONAL DIAGRAM.
  • SIGNAL-FLOW GRAPHS.
  • FEEDBACK.
  • STABILITY.
  • LINEAR TIME-VARYING AND NONLINEAR NETWORKS.
  • STATE-EQUATION SOLUTION FOR TIME-VARYING NETWORKS.
  • PROPERTIES OF THE STATE-EQUATION SOLUTION.
  • FORMULATION OF STATE EQUATION FOR NONLINEAR NETWORKS.
  • SOLUTION OF STATE EQUATION FOR NONLINEAR NETWORKS.
  • NUMERICAL SOLUTION.
  • LIAPUNOV STABILITY.

Preface to Electrical Network Theory PDF E-book


 

This Electrical Network Theory e book was initially conceived as a revision of Linear Network Evaluation by Sundaram Seshu and Norman Balabanian in the summertime of 1965. Earlier than the work of revision had really began, nonetheless, Seshu died tragically in an vehicle accident.

Since then the conceived revision advanced and was modified to such an important extent that it took on the character of a brand new Electrical Network Theory e book and is being offered as such.

 

Electrical Network Theory PDF Free Download

We (particularly Norman Balabanian) want, however, to acknowledge a debt to Seshu for his direct and oblique contributions to this Electrical Network Theory e book.

 

The set of notes from which this Electrical Network Theory e book has grown has been utilized in a starting graduate course at Syracuse College and on the Berkeley campus of the College of California.

Its degree would additionally allow using chosen elements of the Electrical Network Theory e book in a senior course. Within the research {of electrical} methods it’s typically applicable to take care of the inner construction and composition of the system.

In such instances topology turns into an necessary device within the evaluation. At different instances solely the exterior traits are of curiosity.

Then ” methods ” concerns come into play. On this Electrical Network Theory e book we’re involved with each inside composition and system, or port, traits.

 

The mathematical instruments of most significance are matrix evaluation, linear graphs, features of a posh variable, and Laplace transforms.

The primary two are developed inside the textual content, whereas the final two are handled in appendices. Additionally handled in an appendix, to undergird using impulse features in Chapter 5, is the topic of generalized features.

Every of the appendices constitutes a comparatively detailed and cautious improvement of the topic handled.

On this Electrical Network Theory e book we’ve got tried a cautious improvement of the basics of community principle. Frequency and time response are thought of, as are evaluation and synthesis.

Energetic and nonreciprocal elements (resembling managed sources, gyrators, and unfavourable converters) are handled sideby-side with passive, reciprocal elements.

Though many of the Electrical Network Theory e book is restricted to linear, time-invariant networks, there’s an intensive chapter involved with time-varying and nonlinear networks.

Matrix evaluation shouldn’t be handled multi functional place however a few of it’s launched on the time it’s required. Thus introductory concerns are mentioned in Chapter 1 however features of a matrix are launched in Chapter 4 wherein an answer of the vector state equation is sought.


Equally, equivalence, canonic types of a matrix, and quadratic types are mentioned in Chapter 7, preparatory to the event of analytic properties of community features.

The evaluation of networks begins in Chapter 2 with a exact formulation of the basic relationships of Kirchhoff, developed by way of the appliance of graph principle.

The classical strategies of loop, node, nodepair, and mixed-variable equations are offered on a topological base. In Chapter 3 the port description and the terminal description of multiterminal networks are mentioned.

 

The same old two-port parameters are launched, but in addition mentioned are multiport networks. The indefinite admittance and indefinite impedance matrices and their properties make their look right here.

The chapter ends with a dialogue of formulation for the calculation of community features by topological ideas.

The state formulation of community equations is launched in Chapter 4. Procedures for writing the state equations for passive and energetic and reciprocal and nonreciprocal networks embrace an strategy that requires calculation of multiport parameters of solely a resistive community (which can be energetic and nonreciprocal).

An in depth dialogue of the timedomain answer of the vector state equation is offered. Chapter 5 offers with integral strategies of answer, which embrace the convolution integral and superposition integrals.

Numerical strategies of evaluating the transition matrix, in addition to the issue of errors in numerical options, are mentioned.

 

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