Visualization and Optimization of Continuum Robots: Integration of Lie Group Kinematics and Evolutionary Algorithm
Po-Yu Hsieh, June-Hao Hou

TL;DR
This paper presents a computational framework combining Lie group kinematics and evolutionary algorithms to efficiently model and visualize continuum robots, reducing reliance on physical experiments and enabling real-time simulation.
Contribution
It introduces a novel integration of Lie group kinematics with evolutionary algorithms for accurate coefficient identification and visualization of continuum robots.
Findings
Achieves precise alignment of robot configurations.
Reduces modeling complexity and experimental requirements.
Enables real-time visualization on CAD platforms.
Abstract
Continuum robots, known for their high flexibility and adaptability, offer immense potential for applications such as medical surgery, confined-space inspections, and wearable devices. However, their non-linear elastic nature and complex kinematics present significant challenges in digital modeling and visualization. Identifying the modal shape coefficients of specific robot configuration often requires plenty of physical experiments, which is time-consuming and robot-specific. To address this issue, this research proposes a computational framework that utilizes evolutionary algorithm (EA) to simplify the coefficient identification process. Our method starts by generating datasets using Lie group kinematics and physics-based simulations, defining both ideal configurations and models to be optimized. With the deployment of EA solver, the deviations were iteratively minimized through two…
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Taxonomy
TopicsRobotic Path Planning Algorithms · Dynamics and Control of Mechanical Systems · Teleoperation and Haptic Systems
