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The frequency of the SPP mode approaches a non-zero minimum as the wavevector approaches zero, which is the cutoff frequency.
By using a new descriptor sliding mode approach, an accurate estimation of the system states, fault vector and disturbances can be obtained simultaneously.
This work describes the syntheses and antitumoral properties of five prenyl compounds from which antiproliferative activities were predicted by using the TOPS-MODE approach, a computational method for drug design.
As the optical radiation loss is reduced, the total Q factor of a SPP mode approaches the minimum value allowed by the intrinsic properties of the metal used, the metal-loss-limited Q factor.
Full "rectification" of the QCSE occurs and the eigen values and eigen modes approach that of a square QW.
As the separation distance increases, the mode effective indices of the even and odd modes approach that of a single waveguide, leading to the smaller difference of mode effective indices for the even and odd modes.
The method can be likened to a "coupled modes" approach in which the properties of the eigenvectors (or "modes") arising from symmetry and/or energetics are exploited.
The first law is implemented by the pure sliding-mode controller, whereas the second one combines the sliding mode approach with a smooth nonlinear control law and requests control chattering at the reduced amplitude as compared with the first law.
The analysis of horizontal vibration based on system mode approach takes an important role in examining the vibration accessibility.
Nonlinear control techniques such as the sliding mode approach can provide a useful alternative to computationally intensive optimisation strategies in the simulation of human gait.
This work proposes a Sliding Mode approach to the design of an active braking controller whose controlled variable is a convex combination of wheel deceleration and wheel slip.
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