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The sliding mode and stability of the fuzzy sliding position control systems are guaranteed.
Molecular dynamics simulations were carried out to compare the binding mode and stability of complexes of MbtI bound with substrate, known inhibitors, and three top ranked hits.
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The failure modes and stability resistance as well as load-displacement responses were identified.
This model is then analyzed using Floquet theory to determine local dynamic modes and stability.
Important properties relevant to axis cross-coupling, internal modes and stability properties specific to this kind of system are also highlighted.
In design led plastic analysis, collapse modes and stability conditions are imposed rather than investigated.
Natural frequencies, mode shapes and stability of equilibrium are predicted from the eigensolutions of the discretized model over a range of cable designs.
From the computation results, it is found that the translating speed, boundary conditions and aspect ratio of the membrane have effects on the natural frequencies, mode shapes and stability for the out-of-plane vibration of the moving membrane.
The existence of the sliding mode and the stability of the proposed control design are discussed.
The key feature in this work is that both the reachability of the quasi-sliding mode and the stability of system states are simultaneously analyzed, due to the existence of state-dependent noise perturbation.
Reviews collating the estimates of selection in natural populations have debated their magnitude, mode and temporal stability [ 1- 7].
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