When the control interval is small, any change in workload can be captured by the controller.
Finally, control interval adjustment enables power-aware topology management in changing environments.
Conditions for admissibility and feasibility of singular control and the feeding policy during singular control interval are obtained analytically for arbitrary kinetics of these reactions.
Exact optimal control resulting from the numerical solution to Euler Lagrange equations requires a priori knowledge of earthquake in the control interval, which is not possible.
The effect of the starting value of the input variables and of the control interval has been investigated, thus resulting in the optimal configuration of the control system.
Exact optimal classical closed-open loop control is not achievable for the buildings under seismic excitations since it requires the whole knowledge of earthquake in the control interval.
The chemical residual of IGRs was limited to several weeks, demonstrating a key role for mortality from conserved natural enemies that extended the control interval.
The necessary and sufficient conditions for admissibility of singular control are obtained analytically, with the control policy (feed rate) during the singular control interval being obtained exclusively in terms of the three concentration variables.
Using SQM and explicitly incorporating control interval hi in the queuing model and derive a sufficient condition for its local stability under homogeneous delay, which strengthens prior results [29,30] obtained using traditional queuing models.
However, if the range of variation including temporal traffic changes within the next control interval is not appropriately decided, the route cannot accommodate the shorter-term variation and congestion still occurs.
