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Stability and performance conditions in terms of bilinear matrix inequalities are derived based on a Lyapunov-based approach.
Sufficient conditions for the existence of both proposed observers are derived based on a Lyapunov function.
Sufficient conditions for the exponential stability are derived based on a fuzzy Lyapunov function.
The equations of motion are derived based on a modelling method that employs hybrid deformation variables.
Equations of motion of a rotating cantilever beam are derived based on a new dynamic modelling method in this paper.
The relative percentage usage of Metascape visualizations and spreadsheets are derived based on a total of 241 publications 2016-currentt), implying a maximum standard deviation of 3% in the estimations.
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For this purpose, problems are derived based on an analysis of conventional BIM-based collaborative design.
The governing equations are derived based on an energy method and a finite element discretization.
By constructing novel Lyapunov Krasovskii functionals and developing delay-partitioning approaches, some delay-dependent stability criteria are derived based on an improved Wirtinger׳s inequality and the reciprocally convex method.
A flatness-based state feedback control is derived based on a linear distributed-parameter model of the pneumatic system.
A one-dimensional equation of motion of such material systems is derived based on a combination of the Mindlin microcontinuum model and a hardening model both at the macroscopic and microscopic level.
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