The chapter examines the subspaces of a space spanned by three twists (or wrenches) with finite pitches and linearly independent directions. The main result is the complete characterization of all cylindroids nested within a general three-system of screws. The findings are illustrated by means of the prestereographic model of three-dimensional projective space, which allows to faithfully represent the screws of a three-system, with their pitches and axis locations, by the surface of a sphere
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
Abstract The screw triangle has played an important role in modelling kinematic problems over the pa...
We define some linear spaces on the set of all proper subspaces of a triple system S(γ2,3,v). The co...
The chapter examines the subspaces of a space spanned by three twists (or wrenches) with finite pitc...
The paper examines the subspaces of a space spanned by three independent twists (or wrenches) with a...
In 1976, Hunt recovered screw theory by through geometric considerations and applied it to the analy...
This article investigates the principal screws and their pitches of screw systems from the viewpoint...
none2In 1978, Hunt found a set of vector subspaces of screws that guarantee 'full-cycle mobility' of...
It is known that the twist space of a (plunging) constant-velocity (CV) coupling with intersecting s...
This paper presents a novel algebraic formulation of the central problem of screw theory, namely the...
The twist space of a plunging constant-velocity (CV) coupling with intersecting shafts consists, in ...
Screw systems describe the infinitesimal motion of multi–degree-of-freedom rigid bodies, such as end...
In 1978, Hunt found a set of vector subspaces of screws that guarantee ‘full-cycle mobility’ of link...
The subalgebras of the Lie algebra se(3) of the Euclidean group are at the basis of most families of...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
Abstract The screw triangle has played an important role in modelling kinematic problems over the pa...
We define some linear spaces on the set of all proper subspaces of a triple system S(γ2,3,v). The co...
The chapter examines the subspaces of a space spanned by three twists (or wrenches) with finite pitc...
The paper examines the subspaces of a space spanned by three independent twists (or wrenches) with a...
In 1976, Hunt recovered screw theory by through geometric considerations and applied it to the analy...
This article investigates the principal screws and their pitches of screw systems from the viewpoint...
none2In 1978, Hunt found a set of vector subspaces of screws that guarantee 'full-cycle mobility' of...
It is known that the twist space of a (plunging) constant-velocity (CV) coupling with intersecting s...
This paper presents a novel algebraic formulation of the central problem of screw theory, namely the...
The twist space of a plunging constant-velocity (CV) coupling with intersecting shafts consists, in ...
Screw systems describe the infinitesimal motion of multi–degree-of-freedom rigid bodies, such as end...
In 1978, Hunt found a set of vector subspaces of screws that guarantee ‘full-cycle mobility’ of link...
The subalgebras of the Lie algebra se(3) of the Euclidean group are at the basis of most families of...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
Bennett’s linkage is a spatial 4R closed chain that can move with one degree of freedom. The set of ...
Abstract The screw triangle has played an important role in modelling kinematic problems over the pa...
We define some linear spaces on the set of all proper subspaces of a triple system S(γ2,3,v). The co...