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In this work, a new partitioned staggered time integration scheme is developed and its applicability is extended to the problems involving low mass ratios in coupled multibody problems.
The two problems can be extended to the problems in any dimensional space.
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Stability analysis of linear periodically time-varying systems via integral quadratic constraints is extended to the problem of control design.
A stabilizing control law of geometric type is designed, and this method is extended to the problem of EHS tracking control with shortcomings, furthermore, the backstepping method is proposed to solve this problem.
While PLS is commonly applied in quantitative structure activity relationship (QSAR) analysis employed in the pharmaceutical industry, this study marks the first time the technique has been extended to the problem of biomaterials discovery/design.
The problem of time for the consultation and screening extended to the problem of dealing with a positive result; with concerns that the clinician might be overwhelmed by opening a 'Pandora's box' or 'can of worms'.
The monotone and quadratic convergence results are also extended to the discrete problems of the two-sided obstacle problems with a semilinear elliptic operator.
The results are further extended to the diffusion problems with discontinuous coefficient and non-stationary diffusion problems.
Subsequently, it was extended to the contact problems, where the size and the shape of caustics are related to the amount and the inclination of loading force.
This problem is further extended to the tracking problem of discrete time uncertain nonminimum phase systems.
Finally, the approach is extended to the synchronization problem for the system with three unknown parameters.
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