The aim of this paper is the presentation of the general form of the constraint equations necessary to calculate the accelerations occuring on a five sided spatial mechanism. Using these equations the computing of the accelerations for any part of any plain or spatial mechanism will be possible. The constraint equations of the acceleration are obtained by computing the time derivatives of the velocity equations (which in general form are given by [1] and [2]) followed by the correspondent grouping of the unknowns
The nonlinear elastodynamic modeling and analysis of the 4-UPS-UPU spatial 5-degree-of-freedom paral...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
The paper deals with the direct position analysis of the six degrees of freedom parallel manipulator...
Spatial mechanisms of various types are widely used in technology. Most of them have one or two ball...
International audienceThis paper develops a new, simple, explicit equation of motion for general con...
Although spatial mechanisms are more general in structure than planar mechanisms, their applications...
In single-degree-of-freedom (DOF)mechanisms, velocity coefficients (VCs)and their 1st derivative wit...
A computer-aided design procedure has been developed for minimizing the adverse effects of the inert...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
This paper presents an original method to determine the kinematic parameters at the linkedquadrilate...
This paper explores the straight movement and a method conditionally marked 1/ω2 in which accelerati...
This paper first designs a new 5-DOF parallel mechanism with 5PUS-UPU, and then analyses its DOF by ...
In motion generation, the objective is to calculate the mechanism parameters required to achieve or ...
This book contains mechanism analysis and synthesis. In mechanism analysis, a mobility methodology i...
textThe challenges in automating the design of planar mechanisms are tremendous especially in areas ...
The nonlinear elastodynamic modeling and analysis of the 4-UPS-UPU spatial 5-degree-of-freedom paral...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
The paper deals with the direct position analysis of the six degrees of freedom parallel manipulator...
Spatial mechanisms of various types are widely used in technology. Most of them have one or two ball...
International audienceThis paper develops a new, simple, explicit equation of motion for general con...
Although spatial mechanisms are more general in structure than planar mechanisms, their applications...
In single-degree-of-freedom (DOF)mechanisms, velocity coefficients (VCs)and their 1st derivative wit...
A computer-aided design procedure has been developed for minimizing the adverse effects of the inert...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
This paper presents an original method to determine the kinematic parameters at the linkedquadrilate...
This paper explores the straight movement and a method conditionally marked 1/ω2 in which accelerati...
This paper first designs a new 5-DOF parallel mechanism with 5PUS-UPU, and then analyses its DOF by ...
In motion generation, the objective is to calculate the mechanism parameters required to achieve or ...
This book contains mechanism analysis and synthesis. In mechanism analysis, a mobility methodology i...
textThe challenges in automating the design of planar mechanisms are tremendous especially in areas ...
The nonlinear elastodynamic modeling and analysis of the 4-UPS-UPU spatial 5-degree-of-freedom paral...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
The paper deals with the direct position analysis of the six degrees of freedom parallel manipulator...