Abstract. Methods from algebra and algebraic geometry have been used in various ways to study linkages in kinematics. These methods have failed so far for the study of linkages with helical joints (joints with screw motion), because of the presence of some non-algebraic relations. In this article, we explore a delicate reduction of some analytic equations in kinematics to algebraic questions via a theorem of Ax. As an application, we give a classification of mobile closed 5
The paper presents the analytical-form position analysis of one of the three existing 7-link Assur k...
Planar motion coordination of an unoriented line passing through a point or tangent to a conic is a ...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
<div>The principal results presented in this thesis are Theorems 1 and 2 in ¶2.1, both of which are ...
The constructive commutative algebra is very useful in the kinematical analysis of the mechanisms be...
The position analysis of planar linkages has been dominated by resultant elimination and tangent-hal...
The displacement analysis of spatial linkages has been the subject of a number of recent investigati...
Following a couple of previous papers devoted to the position analysis of two different 7-link Assur...
This supplemental material provides details on the symbolic kine-matics algorithm described in the m...
A complete kinematic chain is a chain in which every link of the chain makes contact at a joint with...
A new kinematic pair called an algebraic screw pair, or A-pair, is introduced that utilizes the self...
Kinematic chain analysis is viewed as consisting of a data structure, kinematic analysis, dynamic an...
AbstractThis paper continues the discussion, begun in J. Schwartz and M. Sharir [Comm. Pure Appl. Ma...
This book reviews the fundamentals of screw theory concerned with velocity analysis of rigid-bodies,...
The algebraic screw pair, or A-pair, represents a new class of kinematic constraint that exploits th...
The paper presents the analytical-form position analysis of one of the three existing 7-link Assur k...
Planar motion coordination of an unoriented line passing through a point or tangent to a conic is a ...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...
<div>The principal results presented in this thesis are Theorems 1 and 2 in ¶2.1, both of which are ...
The constructive commutative algebra is very useful in the kinematical analysis of the mechanisms be...
The position analysis of planar linkages has been dominated by resultant elimination and tangent-hal...
The displacement analysis of spatial linkages has been the subject of a number of recent investigati...
Following a couple of previous papers devoted to the position analysis of two different 7-link Assur...
This supplemental material provides details on the symbolic kine-matics algorithm described in the m...
A complete kinematic chain is a chain in which every link of the chain makes contact at a joint with...
A new kinematic pair called an algebraic screw pair, or A-pair, is introduced that utilizes the self...
Kinematic chain analysis is viewed as consisting of a data structure, kinematic analysis, dynamic an...
AbstractThis paper continues the discussion, begun in J. Schwartz and M. Sharir [Comm. Pure Appl. Ma...
This book reviews the fundamentals of screw theory concerned with velocity analysis of rigid-bodies,...
The algebraic screw pair, or A-pair, represents a new class of kinematic constraint that exploits th...
The paper presents the analytical-form position analysis of one of the three existing 7-link Assur k...
Planar motion coordination of an unoriented line passing through a point or tangent to a conic is a ...
After three decades of computational multibody system (MBS) dynamics, current research is centered a...