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The 2D Workspace Analysis of a Tensegrity Robotic Arm

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  • Aarav Patel Downingtown STEM Academy

DOI:

https://doi.org/10.58445/rars.1196

Keywords:

Robotics, Tensegrity Structures, Reachability, Simulation, Architecture, Maneuverability, Flexibility

Abstract

Tensegrity structures are known for their stability, which is achieved through continuous tension and unique compression elements. These features make them extremely useful in robotics as they offer benefits like lightness, adaptability, and resilience. The main goal of this study is to define a reachable workspace of a robotic arm made up of multiple 3-bar prism modules. We start by exploring the basic ideas of tensegrity and its importance in robotics. This path will provide us with both a deep understanding and advanced knowledge of the mathematical concepts that form the basis of tensegrity structures. Following this, the project will move into a detailed examination of the workspace of a single T-bar prism module. This is essential for grasping the more complex workspace of the entire multi-prism robotic arm system. The analysis phase includes identifying all the possible positions within the 2D workspace that the robotic arm can reach. This requires the use of mathematical models and simulations to visualize and measure the arm’s spatial abilities.

References

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K. Nagase. “Network and vector forms of tensegrity system dynamics”. In: Elsevier Ltd (2014).

Victor Paiva. “Analytical definitions of connectivity, incidence and node matrices for t-struts tensegrity prisms”. In: Science Direct (2024).

Robert E. Skelton. “An Introduction to the Mechanics of Tensegrity Structures”. In: CRC Press LLC (2002).

Darrell Williamson et al. “Equilibrium Conditions of a Tensegrity Structure”. In: Fusion Engineering and Design 155 (2002), pp. 1–8.

Darrell Williamson. “Equilibrium Conditions of Class 1 Tensegrity Structures”. In: Skelton (2003)

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Posted

2024-06-08