Solution control techniques or so-called path following techniques alleviate the numerical analyses of engineering problems considerably. While being indispensable for the passage of limit points on the so-lution path, they also permit to set up a fully automatic load incrementation procedure. The performance of a path following technique depends on the quality of the applied load estimation, adaptation and correction scheme. The second part of this two-part series of papers analyses dierent path following strategies with respect to their numerical eciency. Examples are given in geometrically and physically non-linear analysis and an overall comparison is made between a number of subplane approaches which have been presented in Part I, as w...
The primary emphasis of this book is the modeling, analysis, and control of mechanical systems. The ...
This paper presents a general and reliable shape optimization scheme for snap-through structures to ...
This study is devoted to tracing the equilibrium path of structures with severe nonlinear behavior. ...
Solution control techniques or so-called path following techniques alleviate the numerical analyses ...
Geometrically or physically non-linear problems are often characterized by the presence of critical ...
\u3cp\u3eGeometrically or physically non-linear problems are often characterized by the presence of ...
Nonlinear problems are prevalent in structural and continuum mechanics, and there is high demand for...
We study classical control problems like pole assignment, stabiliza-tion, linear quadratic control a...
Solution algorithms are developed for the nonlinear finite element equations, resulting from the dis...
International audienceThis survey article deals with applications of optimal control to aerospace pr...
This study presents two methods to solve the disturbance rejection problem: the structure at infinit...
Abstract This article deals with applications of optimal control to aerospace problems with a focus ...
We study classical control problems like pole assignment, stabilization, linear quadratic control an...
Ce travail s’intéresse à la phase de montée d’un aéronef civil. Les trajectoires minimisant le temps...
For the analysis of non-linear problems, the displacement-controlled method (DCM) has a more extensi...
The primary emphasis of this book is the modeling, analysis, and control of mechanical systems. The ...
This paper presents a general and reliable shape optimization scheme for snap-through structures to ...
This study is devoted to tracing the equilibrium path of structures with severe nonlinear behavior. ...
Solution control techniques or so-called path following techniques alleviate the numerical analyses ...
Geometrically or physically non-linear problems are often characterized by the presence of critical ...
\u3cp\u3eGeometrically or physically non-linear problems are often characterized by the presence of ...
Nonlinear problems are prevalent in structural and continuum mechanics, and there is high demand for...
We study classical control problems like pole assignment, stabiliza-tion, linear quadratic control a...
Solution algorithms are developed for the nonlinear finite element equations, resulting from the dis...
International audienceThis survey article deals with applications of optimal control to aerospace pr...
This study presents two methods to solve the disturbance rejection problem: the structure at infinit...
Abstract This article deals with applications of optimal control to aerospace problems with a focus ...
We study classical control problems like pole assignment, stabilization, linear quadratic control an...
Ce travail s’intéresse à la phase de montée d’un aéronef civil. Les trajectoires minimisant le temps...
For the analysis of non-linear problems, the displacement-controlled method (DCM) has a more extensi...
The primary emphasis of this book is the modeling, analysis, and control of mechanical systems. The ...
This paper presents a general and reliable shape optimization scheme for snap-through structures to ...
This study is devoted to tracing the equilibrium path of structures with severe nonlinear behavior. ...