In this paper.. a new algorithm for the computation of the connectivity in kinematic chains having total and partial mobility is presented. The adopted algorithm, based on graph theory, is able, firstly, to recognize when a kinematic chain has partial mobility and, then, to find the corresponding connectivity matrix. The new strategy consists in a recursive procedure, called "circuits gradual freezing", which detects the sets of independent loops for each grade of recursion, and assigns to each pair of vertices the weighted distance. Results have shown the feasibility of the new approach and its better performance in some difficult cases. (C) 2006 Elsevier Ltd. All rights reserved
Identification of isomorphic kinematic chains is one of the key issues in researching the structure ...
Datastructures and algorithms of a new method for the description and analysis of spatial kinematic ...
In this paper, a systematic procedure is developed for the identification of fundamental circuits an...
Abstract: In a kinematic chain, the links are connected to each other through joints. The con-nectiv...
In this article, a new method of calculating mobility for planar kinematic chains, based on kinemati...
A complete kinematic chain is a chain in which every link of the chain makes contact at a joint with...
Kinematic chain analysis is viewed as consisting of a data structure, kinematic analysis, dynamic an...
In this paper, the concepts of connectivity, degrees of control, and redundancy are revisited from a...
Abstract—This paper presents a new method to isolate all configurations that a multiloop linkage can...
In this paper a new algorithm using adjacency matrices for determining the possible distinct inversi...
The test based on comparison of the characteristic coefficients of the adjancency matrices of the co...
[[abstract]]The identification of link adjacency and joint incidence of kinematic chains and mechani...
Isomorphism identification of kinematic chains is one of the most important and challenging mathemat...
Using the link-link incidence matrix to represent a simple-jointed kinematic chain algebraic procedu...
This report presents a new method able to isolate all configurations that a multi-loop linkage can a...
Identification of isomorphic kinematic chains is one of the key issues in researching the structure ...
Datastructures and algorithms of a new method for the description and analysis of spatial kinematic ...
In this paper, a systematic procedure is developed for the identification of fundamental circuits an...
Abstract: In a kinematic chain, the links are connected to each other through joints. The con-nectiv...
In this article, a new method of calculating mobility for planar kinematic chains, based on kinemati...
A complete kinematic chain is a chain in which every link of the chain makes contact at a joint with...
Kinematic chain analysis is viewed as consisting of a data structure, kinematic analysis, dynamic an...
In this paper, the concepts of connectivity, degrees of control, and redundancy are revisited from a...
Abstract—This paper presents a new method to isolate all configurations that a multiloop linkage can...
In this paper a new algorithm using adjacency matrices for determining the possible distinct inversi...
The test based on comparison of the characteristic coefficients of the adjancency matrices of the co...
[[abstract]]The identification of link adjacency and joint incidence of kinematic chains and mechani...
Isomorphism identification of kinematic chains is one of the most important and challenging mathemat...
Using the link-link incidence matrix to represent a simple-jointed kinematic chain algebraic procedu...
This report presents a new method able to isolate all configurations that a multi-loop linkage can a...
Identification of isomorphic kinematic chains is one of the key issues in researching the structure ...
Datastructures and algorithms of a new method for the description and analysis of spatial kinematic ...
In this paper, a systematic procedure is developed for the identification of fundamental circuits an...