© Springer Science+Business Media Dordrecht 2012. The set of rigid-body displacements allowed by three simple open-chain linkages are studied. These linkages consist of a cylindrical and spherical joint: The CS dyad, a revolute, a prismatic and a spherical joint: The RPS linkage, two revolutes and a spherical joint: The RRS linkage. Using the Study quadric to represent the group of all rigid-body displacements the constraint varieties for these examples are found. In the case of the CS and RPS linkages these are found to be quartic hypersurfaces while the constraint variety for the RRS linkage is a hypersurface of degree 8. Finally it is shown that all three constraint varieties are linear projections of a Segre variety in P15
To study coisotropic reduction in the context of deformation quantization we introduce constraint ma...
This paper classifies the movement of the RRSS spatial linkage in terms of its link dimensions. The ...
This study develops a new design method called the constraint force design method, which allows topo...
© Springer Science+Business Media Dordrecht 2012. The set of rigid-body displacements allowed by thr...
The variety of rigid-body displacements of the final link of a 3 R kinematic chain are investigated....
In this work, the solution to certain geometric constraint problems are studied. The possible rigid ...
In this work sub-varieties of the Study quadric of rigid-body displacements are investigated. The pa...
In this paper the rigid-body displacements that transform a point in such a way that it remains on a...
This work investigates the geometry of the homogeneous representation of the group of proper rigid-b...
Kinematic mappings, quaternion algebra, and constraint manifolds in the algebraic image space are ap...
This paper investigates the motion and constraint ruled surfaces of the Schatz linkage by examining ...
The space of rigid-body displacements that move a line so that its remains in contact with a fixed p...
The Griffis-Duffy platform is an example of an overconstrained parallel mechanism. Although it has 6...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
In this paper we tackle the problem of constrained rigid body dynamics in the Conformal and Projecti...
To study coisotropic reduction in the context of deformation quantization we introduce constraint ma...
This paper classifies the movement of the RRSS spatial linkage in terms of its link dimensions. The ...
This study develops a new design method called the constraint force design method, which allows topo...
© Springer Science+Business Media Dordrecht 2012. The set of rigid-body displacements allowed by thr...
The variety of rigid-body displacements of the final link of a 3 R kinematic chain are investigated....
In this work, the solution to certain geometric constraint problems are studied. The possible rigid ...
In this work sub-varieties of the Study quadric of rigid-body displacements are investigated. The pa...
In this paper the rigid-body displacements that transform a point in such a way that it remains on a...
This work investigates the geometry of the homogeneous representation of the group of proper rigid-b...
Kinematic mappings, quaternion algebra, and constraint manifolds in the algebraic image space are ap...
This paper investigates the motion and constraint ruled surfaces of the Schatz linkage by examining ...
The space of rigid-body displacements that move a line so that its remains in contact with a fixed p...
The Griffis-Duffy platform is an example of an overconstrained parallel mechanism. Although it has 6...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
In this paper we tackle the problem of constrained rigid body dynamics in the Conformal and Projecti...
To study coisotropic reduction in the context of deformation quantization we introduce constraint ma...
This paper classifies the movement of the RRSS spatial linkage in terms of its link dimensions. The ...
This study develops a new design method called the constraint force design method, which allows topo...