1. Dimensional (Parametric) Synthesis of the Hexapod-Type Parallel Mechanism with Reconfigurable Design
- Author
-
Victor Glazunov, Alexey Fomin, Anton Antonov, and Giuseppe Carbone
- Subjects
0209 industrial biotechnology ,Control and Optimization ,Optimization problem ,Computer science ,kinematic analysis ,degree-of-freedom (DOF) ,02 engineering and technology ,Kinematics ,System of linear equations ,Topology ,Industrial and Manufacturing Engineering ,020901 industrial engineering & automation ,0203 mechanical engineering ,Computer Science (miscellaneous) ,TJ1-1570 ,Mechanical engineering and machinery ,Electrical and Electronic Engineering ,reconfigurable parallel mechanism (RPM) ,Hexapod ,Basis (linear algebra) ,Mechanical Engineering ,Numerical analysis ,Link (geometry) ,Mechanism (engineering) ,020303 mechanical engineering & transports ,Control and Systems Engineering ,dimensional (parametric) synthesis - Abstract
The study provides a solution to a dimensional synthesis problem for a hexapod-type reconfigurable parallel mechanism, which can change its configuration to realize different trajectories of its output link while having a single drive. The work presents an original procedure to find the dimensions of some mechanism’s links and their initial configuration to reproduce these trajectories. After describing the mechanism, the paper examines kinematic relations representing the basis for the subsequent synthesis algorithm. Next, the obtained expressions are extended and provide a system of equations to be solved. The structure of this equation system allows it to be solved effectively by numerical methods, which is demonstrated with an example. The proposed algorithm of dimensional synthesis does not require solving the optimization problems, in contrast to the familiar methods of dimensional synthesis of parallel mechanisms. Further, the suggested approach to the synthesis problem allows finding solution in a fast and computationally efficient manner.
- Published
- 2021