Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Design of Soft Continuum Manipulators Using Parallel Asymmetric Combination of Fiber Reinforced Elastomers

View through CrossRef
Soft continuum manipulators have large workspace, dexterity and adaptability, but at the cost of complex design construction highlighted by concatenating several individually controlled serial segments. In this paper, we propose a new designarchitecture for a soft continuum manipulator composed of a parallel combination of pneumatic actuators. The BR2 manipulator, featured in this paper is asymmetric as it combines one soft bending (B) actuator and two soft rotating (R2) actuators, as opposed to state of the art symmetric architectures that adopt bending segments. Spatial deformation modes are achieved by combining curvature and torsion of the individual actuators. This paper formulates a forward analysis method based on Cosserat rod mechanics to predict the spatial deformation of the manipulator under the effect of external loads with an accuracy less than 9 % of the manipulator length. The model takes into account ‘the coupling effect’ inherent to the asymmetric combination, where pressurizing the rotating actuator attenuates the bendingcurvature and vice versa. Consequently, the paper studies the optimal design of the manipulator constituents that minimize the coupling, and thus maximize the workspace and dexterity. A detailed performance study of the BR2 manipulator on aswiveling base demonstrates a spatial workspace quantified by an axisymmetric area, and sufficient dexterity such that at least 87% of the workspace can be approached with two or more orientations. These are validated through obstacle avoidance, and a pick and place task. The manipulator is also capable ofwhole arm manipulation by spiraling along cylindrical objects of varying diameters. These performance attributes surpass any other single segment module and is a potential building block for constructing customized continuum manipulators.
Title: Design of Soft Continuum Manipulators Using Parallel Asymmetric Combination of Fiber Reinforced Elastomers
Description:
Soft continuum manipulators have large workspace, dexterity and adaptability, but at the cost of complex design construction highlighted by concatenating several individually controlled serial segments.
In this paper, we propose a new designarchitecture for a soft continuum manipulator composed of a parallel combination of pneumatic actuators.
The BR2 manipulator, featured in this paper is asymmetric as it combines one soft bending (B) actuator and two soft rotating (R2) actuators, as opposed to state of the art symmetric architectures that adopt bending segments.
Spatial deformation modes are achieved by combining curvature and torsion of the individual actuators.
This paper formulates a forward analysis method based on Cosserat rod mechanics to predict the spatial deformation of the manipulator under the effect of external loads with an accuracy less than 9 % of the manipulator length.
The model takes into account ‘the coupling effect’ inherent to the asymmetric combination, where pressurizing the rotating actuator attenuates the bendingcurvature and vice versa.
Consequently, the paper studies the optimal design of the manipulator constituents that minimize the coupling, and thus maximize the workspace and dexterity.
A detailed performance study of the BR2 manipulator on aswiveling base demonstrates a spatial workspace quantified by an axisymmetric area, and sufficient dexterity such that at least 87% of the workspace can be approached with two or more orientations.
These are validated through obstacle avoidance, and a pick and place task.
The manipulator is also capable ofwhole arm manipulation by spiraling along cylindrical objects of varying diameters.
These performance attributes surpass any other single segment module and is a potential building block for constructing customized continuum manipulators.

Related Results

Pembrolizumab and Sarcoma: A meta-analysis
Pembrolizumab and Sarcoma: A meta-analysis
Abstract Introduction: Pembrolizumab is a monoclonal antibody that promotes antitumor immunity. This study presents a systematic review and meta-analysis of the efficacy and safety...
Between the Classes of Soft Open Sets and Soft Omega Open Sets
Between the Classes of Soft Open Sets and Soft Omega Open Sets
In this paper, we define the class of soft ω0-open sets. We show that this class forms a soft topology that is strictly between the classes of soft open sets and soft ω-open sets, ...
Weaker Forms of Soft Regular and Soft T2 Soft Topological Spaces
Weaker Forms of Soft Regular and Soft T2 Soft Topological Spaces
Soft ω-local indiscreetness as a weaker form of both soft local countability and soft local indiscreetness is introduced. Then soft ω-regularity as a weaker form of both soft regul...
Boolean Algebra of Soft Q-Sets in Soft Topological Spaces
Boolean Algebra of Soft Q-Sets in Soft Topological Spaces
We define soft Q-sets as soft sets whose soft closure and soft interior are commutative. We show that the soft complement, soft closure, and soft interior of a soft Q-set are all s...
Generation of Singular 6-SPS Parallel Manipulators
Generation of Singular 6-SPS Parallel Manipulators
Abstract A singular 6-SPS parallel manipulator is a 6-SPS parallel manipulator with architecture singularities spanning over the whole workspace. It should be abando...
Soft Complete Continuity and Soft Strong Continuity in Soft Topological Spaces
Soft Complete Continuity and Soft Strong Continuity in Soft Topological Spaces
In this paper, we introduce soft complete continuity as a strong form of soft continuity and we introduce soft strong continuity as a strong form of soft complete continuity. Sever...
Design
Design
Conventional definitions of design rarely capture its reach into our everyday lives. The Design Council, for example, estimates that more than 2.5 million people use design-related...
Simultaneous Visualization of Microscopic Conductivity and Deformation in Conductive Elastomers
Simultaneous Visualization of Microscopic Conductivity and Deformation in Conductive Elastomers
Abstract Conductive elastomers are promising for a wide range of applications in many fields due to their unique mechanical and electrical properties, and an understanding ...

Back to Top