The rapid development in VLSI technology makes it possible to implement highly complicated and time consuming algorithms to suit real-time applications. Parallel processing techniques can now be used to reduce computational time for models of robot manipulators. The development system used to implement the algorithms consists of an INMOS TRANSPUTER ) a VSLI single-chip computer) running the OCCAM concurrent programming language. This system is used to construct and evaluate the performance and cost effectiveness of several proposed methods to solve for the JACOBIAN and INVERSE JACOBIAN problems with special attention to the case of the robot operating in the neighbourhood of singular points. Detailed analysis is performed and successful res...
AbstractThe Jacobian matrix for machinery systems is challenging due to the kinematic structure, the...
AbstractParallel computers (such as the distributed array professor and systolic arrays) bring into ...
In this paper we take the class of Jacobi-type algorithms and present a systematic way to derive an ...
We describe new architectures for the efficient computation of redundant manipulator kinematics (dir...
Real-time computations of manipulator Jacobian are examined for executing on uniprocessor computers,...
This paper addresses the problem of efficiently computing the motor torques required to drive a mani...
Due to continuously increasing demands in the area of advanced robot control, it became necess...
Due to continuously increasing demands in the area of advanced robot control, it became necessary to...
In advanced robot control problems, on-line computation of inverse Jacobian solution is frequently r...
This paper addresses the problem of efficiently computing the motor torques required to drive a lo...
The computational problem of inverse kinematics and inverse dynamics of robot manipulators by taking...
Demonstrating speedup for parallel code on a multicore shared memory PC can be challenging in MATLAB...
This paper proposes a new parallel computational scheme for inverse dynamics based on a new descript...
Most Cartesian-based control strategies require the computation of the manipulator inverse Jacobian ...
The kinematics, dynamics, Jacobian, and their corresponding inverse computations are six essential p...
AbstractThe Jacobian matrix for machinery systems is challenging due to the kinematic structure, the...
AbstractParallel computers (such as the distributed array professor and systolic arrays) bring into ...
In this paper we take the class of Jacobi-type algorithms and present a systematic way to derive an ...
We describe new architectures for the efficient computation of redundant manipulator kinematics (dir...
Real-time computations of manipulator Jacobian are examined for executing on uniprocessor computers,...
This paper addresses the problem of efficiently computing the motor torques required to drive a mani...
Due to continuously increasing demands in the area of advanced robot control, it became necess...
Due to continuously increasing demands in the area of advanced robot control, it became necessary to...
In advanced robot control problems, on-line computation of inverse Jacobian solution is frequently r...
This paper addresses the problem of efficiently computing the motor torques required to drive a lo...
The computational problem of inverse kinematics and inverse dynamics of robot manipulators by taking...
Demonstrating speedup for parallel code on a multicore shared memory PC can be challenging in MATLAB...
This paper proposes a new parallel computational scheme for inverse dynamics based on a new descript...
Most Cartesian-based control strategies require the computation of the manipulator inverse Jacobian ...
The kinematics, dynamics, Jacobian, and their corresponding inverse computations are six essential p...
AbstractThe Jacobian matrix for machinery systems is challenging due to the kinematic structure, the...
AbstractParallel computers (such as the distributed array professor and systolic arrays) bring into ...
In this paper we take the class of Jacobi-type algorithms and present a systematic way to derive an ...