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ZTransform Methods and Simulation
Operational Substitution Methods
11 other sections not shown
A-stable AB-2 method absolute stability accurate simulation Adams-Bashforth algebra approximation AT-plane backward difference behavior Butterworth filter Chapter characteristic equation closed-loop pole coefficients computation consider constraints continuous-time system corrector derivative diagonal dominance difference equation differential equation digital simulation discrete discrete-time discussed double integrator dynamics eigenvalues engineers Euler Euler's method example explicit method fixed point frequency response function evaluations Gershgorin band gives Halijak implicit initial conditions input integration method inverse Nyquist iteration linear multistep methods linear system lines of constant loop magnitude mapping matrix MSRP nonlinear systems numerical integration Nyquist plot obtained open-loop order of accuracy output principal root problem REAL AXIS real lambda*T root locus Runge-Kutta methods sampling shown in Figure signal simulation stability simulation timestep solution stability region stiff systems Taylor series third-order time-varying systems tion transfer function trapezoidal rule truncation error unit circle unstable vector z-plane poles z-transform zero zero-order hold
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Advances in Control Education 2003 (ACE 2003): A Proceedings Volume from the ...
No preview available - 2003