Abstract For finite dimensional linear system the root-locus method is well established however for the case of delayed systems the method has some problems due to the transcendental term involved. This work intends to illustrate the problems that arises when a root-locus diagram is performed as well as to develop a Matlab function that provides the root-locus diagram for delayed low order systems. In this way, some comments about the problems that should be tackled to obtain a generalization of the computational method for delayed systems with real m poles and n zeroshttp://ingenieria.ute.edu.ec/enfoqueute/index.php/revista/article/view/40
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The distributed parameter root locus is considered and a relation between simple delay equations and...
For finite dimensional linear system the root-locus method is well established however for the case ...
Delayed dynamical systems appear in many areas of science and engineering. Analysis of general nonli...
International audienceThis paper presents a guided tour of some specific problems encountered in the...
The root locus is an important tool for analysing the stability and time constants of linear finite-...
International audienceThis paper presents a guided tour of some specific problems encountered in the...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
The well-known root-locus method is developed for special subset of linear time-invariant systems kn...
Analytical conditions are derived which enable the root locus shapes of many simple systems to be ob...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The distributed parameter root locus is considered and a relation between simple delay equations and...
For finite dimensional linear system the root-locus method is well established however for the case ...
Delayed dynamical systems appear in many areas of science and engineering. Analysis of general nonli...
International audienceThis paper presents a guided tour of some specific problems encountered in the...
The root locus is an important tool for analysing the stability and time constants of linear finite-...
International audienceThis paper presents a guided tour of some specific problems encountered in the...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
International audienceThis chapter briefly presents some "user-friendly" methods and techniques (fre...
The well-known root-locus method is developed for special subset of linear time-invariant systems kn...
Analytical conditions are derived which enable the root locus shapes of many simple systems to be ob...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The method known as the dominant pole algorithm (DPA) has previously been successfully used in combi...
The distributed parameter root locus is considered and a relation between simple delay equations and...