Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism

In this paper, a new strategy for developing effective control policies suitable for guiding the motion of articulated mechanical systems that are described within the framework of multibody system dynamics is proposed. In particular, a scissor lift table having a pantograph topology is analytically...

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Main Authors: Carmine Maria Pappalardo, Rosario La Regina, Domenico Guida
Format: Article
Language:English
Published: Shahid Chamran University of Ahvaz 2023-01-01
Series:Journal of Applied and Computational Mechanics
Subjects:
Online Access:https://jacm.scu.ac.ir/article_17659_47e791a780e42fe61c5579c743e8dc65.pdf
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author Carmine Maria Pappalardo
Rosario La Regina
Domenico Guida
author_facet Carmine Maria Pappalardo
Rosario La Regina
Domenico Guida
author_sort Carmine Maria Pappalardo
collection DOAJ
description In this paper, a new strategy for developing effective control policies suitable for guiding the motion of articulated mechanical systems that are described within the framework of multibody system dynamics is proposed. In particular, a scissor lift table having a pantograph topology is analytically modeled as a rigid multibody system by using a Lagrangian formulation. An operational approach is thus introduced in this investigation to design the control system that commands the motion of the lift table. In this vein, two dynamical models are developed in this investigation, namely a minimal coordinate multibody model and a redundant coordinate multibody model. While the minimal coordinate multibody model is used in the paper for the optimal design of a high-performing nonlinear controller, the redundant coordinate multibody model is employed to verify both the efficiency and the effectiveness of the control approach adopted in this work. More specifically, the nonlinear control system devised in this paper is based on the combination of an open-loop control architecture with a closed-loop control strategy. The open-loop control policy is determined by using a nonlinear quasi-static feedforward controller, whereas the closed-loop control action is obtained considering an error-based proportional-derivative feedback controller. With the use of both the pantograph scissor lift multibody models developed in this work, several numerical experiments are carried out in the paper, thereby demonstrating the readiness and the effectiveness of the control methodology proposed in this investigation.
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spelling doaj.art-454a37d4ee28495a85352591d32617db2022-12-22T03:30:48ZengShahid Chamran University of AhvazJournal of Applied and Computational Mechanics2383-45362023-01-019112916710.22055/jacm.2022.40537.360517659Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift MechanismCarmine Maria Pappalardo0Rosario La Regina1Domenico Guida2Department of Industrial Engineering, University of Salerno, Via Giovanni Paolo II, 132, Fisciano, 84084, Salerno, ItalySpin-Off MEID4 s.r.l., University of Salerno, Via Giovanni Paolo II, 132, Fisciano, 84084, Salerno, ItalyDepartment of Industrial Engineering, University of Salerno, Via Giovanni Paolo II, 132, Fisciano, 84084, Salerno, ItalyIn this paper, a new strategy for developing effective control policies suitable for guiding the motion of articulated mechanical systems that are described within the framework of multibody system dynamics is proposed. In particular, a scissor lift table having a pantograph topology is analytically modeled as a rigid multibody system by using a Lagrangian formulation. An operational approach is thus introduced in this investigation to design the control system that commands the motion of the lift table. In this vein, two dynamical models are developed in this investigation, namely a minimal coordinate multibody model and a redundant coordinate multibody model. While the minimal coordinate multibody model is used in the paper for the optimal design of a high-performing nonlinear controller, the redundant coordinate multibody model is employed to verify both the efficiency and the effectiveness of the control approach adopted in this work. More specifically, the nonlinear control system devised in this paper is based on the combination of an open-loop control architecture with a closed-loop control strategy. The open-loop control policy is determined by using a nonlinear quasi-static feedforward controller, whereas the closed-loop control action is obtained considering an error-based proportional-derivative feedback controller. With the use of both the pantograph scissor lift multibody models developed in this work, several numerical experiments are carried out in the paper, thereby demonstrating the readiness and the effectiveness of the control methodology proposed in this investigation.https://jacm.scu.ac.ir/article_17659_47e791a780e42fe61c5579c743e8dc65.pdfmultibody system modelingcomputational kinematicsstaticsand dynamicsnonlinear regulation and tracking controlquasi-static feedforward controllererror-based proportional-derivative feedback controllerpantograph scissor lift mechanism
spellingShingle Carmine Maria Pappalardo
Rosario La Regina
Domenico Guida
Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
Journal of Applied and Computational Mechanics
multibody system modeling
computational kinematics
statics
and dynamics
nonlinear regulation and tracking control
quasi-static feedforward controller
error-based proportional-derivative feedback controller
pantograph scissor lift mechanism
title Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
title_full Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
title_fullStr Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
title_full_unstemmed Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
title_short Multibody Modeling and Nonlinear Control of a Pantograph Scissor Lift Mechanism
title_sort multibody modeling and nonlinear control of a pantograph scissor lift mechanism
topic multibody system modeling
computational kinematics
statics
and dynamics
nonlinear regulation and tracking control
quasi-static feedforward controller
error-based proportional-derivative feedback controller
pantograph scissor lift mechanism
url https://jacm.scu.ac.ir/article_17659_47e791a780e42fe61c5579c743e8dc65.pdf
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