This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then develops a closed-form dynamic model that best describes it. The model is based on a Newton–Euler formulation and the substructuring method is used to account for large deformations. The formulation of the motion equations starts from a data set which can be either analytically or numerically computed by finite elements(FE) codes. Simulation has been used to validate the model and compare the results with those of two different multibody software and one experimental, which was obtained from the Multi-Elastic-Link Robot Identification Dataset (MERIt), developed by the TU Dortmund. Then, thanks to the approach here adopted, an integral manifold mod...
In this paper, a generalised Euler-Lagrange assumed modes for formulation for a manipulator with mul...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
Compares two discretization models-namely, the assumed modes and finite element models-to efficientl...
The paper presents a dynamic modelling technique for a manipulator with multiple flexible links and ...
Compares two discretization models-namely, the assumed modes and finite element models-to efficientl...
The necessity of modelling multibody systems with flexible links in high-speed operations and space ...
In this paper, a generalised Euler-Lagrange assumed modes for formulation for a manipulator with mul...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
This paper first presents a highly flexible 3D manipulator with links of arbitrary shape, then devel...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
In this paper, a closed-form dynamic model of flexible manipulators is developed, based on the Newto...
Compares two discretization models-namely, the assumed modes and finite element models-to efficientl...
The paper presents a dynamic modelling technique for a manipulator with multiple flexible links and ...
Compares two discretization models-namely, the assumed modes and finite element models-to efficientl...
The necessity of modelling multibody systems with flexible links in high-speed operations and space ...
In this paper, a generalised Euler-Lagrange assumed modes for formulation for a manipulator with mul...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...
In this paper, a very easy, numerically stable and computationally efficient method is presented, wh...