Sentence examples for sequence of controllers from inspiring English sources

This paper questions whether such method - when applied to a well-posed smooth nonlinear controllable system - always yields a sequence of controllers that successfully tracks a given reference equilibrium trajectory, and an analytic counter-example is provided and thoroughly discussed.

We propose the following sequence of controllers : we start with a non adaptive backstepping controller, then redesign the controller to include parameter estimation of uncertain model parameters.

A Markov decision process (MDP) framework is used to select a sequence of controllers to maximize object stability without knowing the object's identity, geometry, or pose.

You must activate each track by hitting a sequence of controller buttons in sync with the track's beats, then hop to the next track.

These approximations are tightenings, rather than relaxations, of the original problem and provide a sequence of rational controllers with value functions associated to these controllers converging (under some technical assumptions) to the value function of the original problem.

These instructions allow the UAV to make decisions along any point of its trajectory and then modify its flight path by using a sequence of reconfigurable controllers at the decision points.

Instead of designing animation in every scene, a sequence of motion-controllers parameters, which can finish a set of motions, are generated through a synthesis algorithm.

as n → ∞ for some existing sequence of stabilizing controller gains { K n } since ( ∏ i = 0 j n + 1 − 1 [ A j n + i + B j n + i K j n + i ] ), and then ∏ k = 0 n { ( ∏ i = 0 j k + 1 − 1 [ A j k + i + B j k + i K j k + i ] ) } are all convergent matrices, i.e., with all their eigenvalues being of modulus less than one.

For the design of the robust MPC controllers, a sequence of feedback control laws is used and a parameter-dependent Lyapunov function is chosen to further reduce the conservativeness.

Attention is focused on the design of a sequence of gain-scheduled controllers such that the controlled networks are exponentially mean-square stable and the H∞ synchronization performance is achieved in the simultaneous presence of randomly varying nonlinearities and external energy bounded disturbances.

No one in the history of BBC, the world's most successful public-service broadcaster, has ever held such a sequence of powerful jobs: controller of BBC2; controller of BBC1; BBC television director of programmes; director of drama, entertainment and children's programming; and creative director of the broadcaster from 2004 until 2015.