Computer-aided Network Design |
From inside the book
Results 1-3 of 82
Page 191
... equations represent , then , extensions of Kirchhoff's Current Law at a node , and are called fundamental cut set equations . The branches involved in a cut set equation ( such as a - b - c ) form a cut set . ( 2 ) The voltage equations ...
... equations represent , then , extensions of Kirchhoff's Current Law at a node , and are called fundamental cut set equations . The branches involved in a cut set equation ( such as a - b - c ) form a cut set . ( 2 ) The voltage equations ...
Page 203
... not include the output variables of interest , we may have to write an output equation y = Cx + Du ( 8.50 ) where y Introduction to Advanced Techniques of Equation Formulation 203 The Network State Equations State Variable Analysis.
... not include the output variables of interest , we may have to write an output equation y = Cx + Du ( 8.50 ) where y Introduction to Advanced Techniques of Equation Formulation 203 The Network State Equations State Variable Analysis.
Page 231
... equations of the form f ( x , t ) - x = 0 but also algebraic equations , coupled sets of algebraic and differential equations , and finally sets of equations involving mixtures of differential and algebraic variables ( as obtained , for ...
... equations of the form f ( x , t ) - x = 0 but also algebraic equations , coupled sets of algebraic and differential equations , and finally sets of equations involving mixtures of differential and algebraic variables ( as obtained , for ...
Other editions - View all
Common terms and phrases
adjoint network algorithm amplifier analysis applied approximation assume becomes branch calculation capacitor changes Chapter characteristic circuit coefficients column common companion complete consider constant contains controlled convergence current source define depends derivatives described determined differential diode elements equations error example exists factorization Figure formula frequency function given independent initial input integration involved iteration linear matrix method minimization network model network of Figure nonlinear Note numerical obtained operations original OUTPUT NODES OUTPUT VOLTAGE parameters partition performed positive problem procedure reduction represented requires resistive response result sensitivity shown in Figure similar simply single solution solve stability step subroutine substitution Table techniques term tion transient transistor tree variables vector write yield zero