Application of Unified Predictive Control to On/Off Control of Hydraulic System Driven by Fast-Switching Solenoid Valves

Based on the stability theory of fractional-order differential equations, Routh-Hurwitz stability condition, and by using linear control, simpler controllers are designed to

Several control schemes for the stability/synchronization/solution problem of nonlinear systems have been studied extensively, such as backstepping design 8, feedback control

In [2], the ablation model is studied by the method of finite differences, the applicable margin of the equations is estimated through numerical calculation, and the dynamic

Variational iteration method is a powerful and efficient technique in finding exact and approximate solutions for one-dimensional fractional hyperbolic partial differential equations..

With these motivations, in this paper, we have obtained exact solutions of Einstein’s modified field equations in cylindrically symmetric inhomogeneous space-time within the frame

The mathematical model is a system of double-degenerate diffusion – reaction equations for the microbial biomass fractions probiotics, pathogens and inert bacteria, coupled

Where a rate range is specified, the higher rates should be used (a) in fields with a history of severe weed pressure, (b) when the time between early preplant tank mix and

Flexstar GT 3.5 may be applied as a preplant or preemergence burndown application in cotton or as a postemergence directed application in glyphosate-tolerant (GT) cotton* and as