Sentence examples for individual subsystems of from inspiring English sources

First of all, state estimators are designed for individual subsystems of the switched system.

This paper describes detailed analyses of shading effects, irradiation resource availability and module temperature on the performance metrics of individual subsystems of a rooftop BIPV installation in a high-rise building embedded in a high-density environment in Singapore.

We find, however, that such effects become relevant only at coverages well below 0.5 (the coverage of the individual subsystems of the mixed SAM).

Hence Theorem 1 means that if the trivial solution of every individual subsystem of system (3) is SGAS, then, as the result of Markovian switching, the trivial solution of system (3) is still SGAS.

Based on the integrator forwarding technique and the common Lyapunov function method, we design bounded state feedback controllers of individual subsystems to guarantee asymptotic stability of the closed-loop system.

Given the assumed instability of individual subsystems, the stabilization of the switched system is achieved under the condition of confining the dwell time by a certain pair of upper and lower bounds, which restrict the growth of Lyapunov function for the actively operating subsystem, thus decrease the energy of the Lyapunov function of the overall switched system at switching times.

The VDC approach, which was developed especially for the control of complex robotic systems, allows the conversion of the control problem of the entire system to a control problem of individual subsystems, while rigorously guaranteeing the stability of the entire hydraulic system.

As using Reference Architectures (RA) is a well established approach to achieve architectural standardisation, using the RA for designing IoT subsystems and WoT system can facilitate standardisation of the architecture of individual subsystems constituting a WoT system as well as standardisation of the WoT system.

Based on the unbounded time-varying scaling of the states, both a class of state-feedback controllers of individual subsystems and a common Lyapunov function (CLF) are explicitly constructed by a recursive design algorithm to guarantee global exponential stability of the closed-loop switched system under arbitrary switchings.

We construct a Lyapunov function from the sum of nonlinearly-weighted Lyapunov functions of individual subsystems.

Potential discrepancies or ambiguities in the local fault diagnosis results, which may be caused by the strong dynamic coupling between the individual subsystems and the presence of plant-model mismatch, are reconciled by means of a fault estimation confidence interval which is obtained by analyzing the networked closed-loop dynamics at update times.