Digital Simulation of Physical Systems |
Contents
Introduction | 1 |
Fundamentals of SampledData and Discrete System Theory | 85 |
91 | 107 |
Copyright | |
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a₁ accuracy amplitude analog analog computer analysis applications block diagram Boxer-Thaler calculate chapter closed-loop coefficients continuous system continuous-system corrector data reconstructor defined developed difference equation differential equation digital computer digital simulation model discrete system discrete transfer function e²(nT error model evaluate Example excitation first-order first-order hold G₁(s illustrated in Fig initial conditions input integration formulas inverse K₁ K₂ Laplace transform linear stationary linear system Madwed mathematical model matrix MIMIC nonlinear system nonstationary system numerical methods obtain output parameters performing phase-locked loop physical system poles predictor-corrector presented procedure real-time representation represented round-off round-off error Runge-Kutta methods sampled-data model sampler sequence shown in Fig simulated response simulation increment simulation languages solution specific spectral density state-variable step system model system response Table techniques time-varying system tion truncation error Tustin unit circle values variables vector x₁ x₁(t Xn+1 y₁ z-transform zero zero-order hold