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Especially by using linear stability analysis, the condition for the quenching phenomenon is derived.
By using linear stability and normal mode analysis, we obtained the partial differential equations governing the evolution of perturbation from linearized Navier Stokes equations with slight compressibility.
In this research, the stability of the interface between the steam chamber and oil sands is examined by using linear stability theory.
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A stability condition for steady-state solutions ot the unsteady-state IEM (interaction-by-exchange-with-the-mean) model of micromixing is derived using linear stability analysis.
For the well mixed case, the phase diagram was determined using linear stability analysis.
Using linear stability analysis, we obtained conditions for successful invasion of the primary disease to E0.
The question of stability is addressed in the terms of Lyapunov quadratic stability by using linear matrix inequalities.
Second, by using linear matrix inequality (LMI) techniques and Lyapunov stability theory, the sufficient conditions are given which can ensure the stability of estimating error system under hybrid triggered scheme, and the designing algorithm of desired state estimator is also presented in terms of LMIs.
Sufficient conditions for designing the interval type-2 fuzzy controller with meeting quadratic D stability constraints are obtained by using Linear Matrix Inequalities (LMIs).
The conditions of stability of the correlative error estimation systems are given by using linear matrix inequalities (LMIs).
The Liapunov stability approach results in computationally efficient decentralized control design strategies described by using linear matrix inequalities.
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