Sentence examples for design stabilization from inspiring English sources

The parametric Lyapunov equation based approach is utilized to design stabilization controllers for these three classes of systems.

The investigation of the self-assembly of properly designed synthetic molecules in lipid membranes could also contribute to the better understanding of microdomain formation in biomembranes[ 4– 10] and to the design, stabilization, and investigation of functional membranes and protocells.[ 63] Details of the syntheses and analytical data are described in the Supporting Information.

Designed stabilization was tested by simulation and on a real flying model as well.

It was found that a properly designed stabilization treatment can inhibit the natural ageing process in AA7021 resulting in a stable condition with a lower hardness than samples naturally aged for longer than approximately one week.

The main points of the research are: designing stabilization board, creating the pattern recognition program and providing an autonomous flight of the quad in challenging environment using depth camera and ultrasonic sensors for self-positioning.

As a result of the designed stabilization system, a reliable and versatile EPD method to produce well consolidated nano-TiN coatings at 1200 °C in vacuum atmosphere was described.

In the posterior stabilized (PS) design the stabilization is achieved by a "cam and post" mechanism added to the prosthesis components.

This paper explores frequency-specific implications of measurement error for the design of stabilization policy rules.

Applications include static and fixed-order output feedback controller design, simultaneous stabilization, H2/H∞ synthesis to cite just a few.

As an application of the proposed design technique, stabilization for a class of non-triangular switched systems with nonlinear parameterization is achieved by design of adaptive controllers.

The fundamental topics include (i) controllability and observability, (ii) system structural decomposition, (iii) feedback controller design for stabilization, and (iv) optimal control.