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Comparative Evaluation of Learning Models for Bionic Robots: Non-Linear Transfer Function Identifications

Po-Yu Hsieh, June-Hao Hou

Abstract

The control and modeling of robot dynamics have increasingly adopted model-free control strategies using machine learning. Given the non-linear elastic nature of bionic robotic systems, learning-based methods provide reliable alternatives by utilizing numerical data to establish a direct mapping from actuation inputs to robot trajectories without complex kinematics models. However, for developers, the method of identifying an appropriate learning model for their specific bionic robots and further constructing the transfer function has not been thoroughly discussed. Thus, this research introduces a comprehensive evaluation strategy and framework for the application of model-free control, including data collection, learning model selection, comparative analysis, and transfer function identification to effectively deal with the multi-input multi-output (MIMO) robotic data.

Comparative Evaluation of Learning Models for Bionic Robots: Non-Linear Transfer Function Identifications

Abstract

The control and modeling of robot dynamics have increasingly adopted model-free control strategies using machine learning. Given the non-linear elastic nature of bionic robotic systems, learning-based methods provide reliable alternatives by utilizing numerical data to establish a direct mapping from actuation inputs to robot trajectories without complex kinematics models. However, for developers, the method of identifying an appropriate learning model for their specific bionic robots and further constructing the transfer function has not been thoroughly discussed. Thus, this research introduces a comprehensive evaluation strategy and framework for the application of model-free control, including data collection, learning model selection, comparative analysis, and transfer function identification to effectively deal with the multi-input multi-output (MIMO) robotic data.
Paper Structure (19 sections, 11 equations, 18 figures)

This paper contains 19 sections, 11 equations, 18 figures.

Figures (18)

  • Figure 1: View of the tendon-driven continuum robot.
  • Figure 2: Actual motions with N=1.
  • Figure 6: Deviations for each N.
  • Figure 7: Methodology.
  • Figure 8: Training data collection.
  • ...and 13 more figures