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A general procedure is developed for stability of stiffened conical shells.
Adaptive control methods are developed for stability and tracking control of flight systems in the presence of parametric uncertainties.
These estimated values are based on those developed for stability assessment of eastern Australian coastal river banks.
The control design is based on several recent results developed for stability and control of stochastic systems, potential projection functions, and backstepping and Lyapunov's direct methods.
The control design is based on several recent results developed for stability and control of stochastic systems, and backstepping and Lyapunov׳s direct methods.
The analytical methods developed for stability and bifurcation analyses are outlined in the last subsection.
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A frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under several conditions for the parallel-channel system are generated, which indicate that the system normal operational condition is in the stable region.
A frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under several conditions are generated, which indicate that the system normal operational condition is in an absolute stable region.
To this end, a frequency-domain model has been developed for linear stability analysis, and marginal stability boundaries under both the fixed inlet flow boundary conditions and the fixed external pressures boundary conditions are generated, which indicate that the system normal operational condition is in stable regions.
An eigenvalue based framework is developed for the stability analysis and stabilization of coupled systems with time-delays, which are naturally described by delay differential algebraic equations.
In this paper, an integrated estimation and control system is developed for the stability and traction control of electric vehicles.
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