Mathematics (May 2023)

Neural Network Based Control of Four-Bar Mechanism with Variable Input Velocity

  • R. Peón-Escalante,
  • Manuel Flota-Bañuelos,
  • Roberto Quintal-Palomo,
  • Luis J. Ricalde,
  • F. Peñuñuri,
  • B. Cruz Jiménez,
  • J. Avilés Viñas

DOI
https://doi.org/10.3390/math11092148
Journal volume & issue
Vol. 11, no. 9
p. 2148

Abstract

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For control applications, the angular velocity of the drive crank of a four-bar mechanism is traditionally assumed to be constant. In this paper, we propose control of variable velocity of the drive crank to obtain the desired output motions for the coupler point. To estimate the reference trajectory for the crank velocity, a neural network is trained with data from the kinematic model. The control law is designed from feedback linearization of the tracking error dynamics and a Proportional–Integral–Derivative (PID) controller. The applicability of the proposed scheme is validated through simulations for three variable speed profiles, obtaining excellent results from the system.

Keywords