No abstract

CuO–MnO–2TiO2 composite thin film having a photocurrent density of 2.21 mA cm−2 at +0.7 V has been deposited from a homogeneous mixture of acetates of Cu and Mn and (Ti(O(CH2)3CH3)4) in the presence of trifluoroacetic acid in THF via AACVD at 550 °C.

In this paper, sampled-data control of locally Lipschitz nonlinear systems is studied. The controller is designed entirely in the discrete-time domain. The design is based on the approximate discrete-time model of the continuous-time system obtained using the Euler method. The analyses of the closed loop system establish trajectory convergence, which implies asymptotic/exponential convergence for arbitrarily small sampling time. The major contribution of this paper is that asymptotic/exponential convergence of the closed loop system is proved under some additional conditions for a sufficiently small but nonzero sampling time.