Angeles, "The control of linear time-periodic systems using Floquet-Lyapunov theory," Int. J. Control, vol. 77, no. 5, pp. 472-490, 2004.P. Montagnier, R. J. Spiteri, and J. Angeles. The control of linear time-periodic systems using Floquet-Lyapunov theory. Int. J. Control, 77(...
In this paper, we study convergence of truncated representations of the frequency-response operator of a linear time-periodic system. The frequency-response operator is frequently called the harmonic transfer function. We introduce the concepts of input, output, and skew roll-off. These concepts are...
The velocity vof resonant tunneling electrons in finite periodic structures is analytically calculated in two ways. The first method is based on the fact t... NM Wereley,SR Hall 被引量: 0发表: 1991年 STATE/SIGNAL LINEAR TIME-INVARIANT SYSTEMS THEORY, PART III: TRANSMISSION AND IMPEDANCE REPRESE...
Bittani, S., Bolzern, P.: Discrete-time linear periodic systems: Gramian and modal criteria for reachability and controllability. Int. J. Control 41 , 909–928 (1985) MathSciNet MATHS. Bittanti and P. Bolzern, "Discrete-time linear periodic sys- tems: Gramian and modal criteria for ...
3) time-periodic system 周期时变系统 例句>> 4) linear periodic systems 线性周期系统 1. Robust state estimation with desired indices of a class oflinear periodic systems; 期望指标下一类线性周期系统鲁棒状态估计 5) Linear periodic system 线性周期系统 ...
In this paper satisfactory control for discrete-time linear periodic systems is studied. Based on a suitable time-invariant state sampled reformulation, periodic state feedback controller has been designed such that desired requirements of steady state covariance, H-infinity rejection bound and regional ...
We present a generalization of Bode's integral formula for discrete-time linear periodic systems. It is shown that similar to the classical Bode's integral formula, the sensitivity integral for a discrete-time linear periodic system depends only on the open-loop dynamics; in particular, on the ...
Consider the discrete-time system shown in Fig. 1 with the nominal system G and the uncertainty Δ. We assume that G is a q1-input q2-output, internally stable, finite-dimensional (FD) LPTV system with period N (i.e., an N-periodic system), where N∈N. We assume that Δ∈Δ for...
time-varying periodic linear systemsmodulo p transformscomputer-aided analysisswitched networksThis paper introduces a theory of modulo p Laplace and Z -transforms which can adequately analyze any time-varying periodically switching system in frequency domain, in particular, switched-capacitor SC networks ...
Rudakov, I.A., On Time-Periodic Solutions of a Quasilinear Wave Equation, Tr. Mat. Inst. Steklova , 2010, vol. 270, pp. 226–232. MathSciNet MATHRudakov, I.A., On Time-Periodic Solutions of a Quasilinear Wave Equation, Tr. Mat. Inst. V.A. Stek- lova, 2010, vol. 270, pp....