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Dive into the research topics where Carmine Maria Pappalardo is active.

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Featured researches published by Carmine Maria Pappalardo.


Proceedings of the Institution of Mechanical Engineers, Part K: Journal of Multi-body Dynamics | 2016

Contact force control In multibody pantograph/catenary systems

Carmine Maria Pappalardo; Mohil Patel; Brian Tinsley; Ahmed A. Shabana

In this paper, a new continuum-based pantograph/catenary model based on the absolute nodal coordinate formulation (ANCF) is proposed and used to develop an effective method to control the contact force which arises from the pantograph/catenary interaction. In the proposed new model, only one ANCF gradient vector is used in the formulation of the pantograph/catenary contact conditions, thereby allowing for using the proposed approach for both fully parameterized and gradient-deficient ANCF finite elements. The proposed contact formulation can also be considered as a more general sliding joint formulation that allows for the use of the more efficient gradient-deficient ANCF finite elements in modeling very flexible cables. A three-dimensional multibody system (MBS) model of a pantograph mounted on a train is developed using a nonlinear augmented MBS formulation. In order to take into account the catenary large deformation, ANCF finite elements are used. The contact between the pantograph and the catenary system is ensured using a sliding joint constraint whereas the contact between the rail vehicle wheels and the train track is modelled using an elastic contact formulation. In addition to the use of the new MBS approach to model the pantograph/catenary interaction, the contact force between the pantograph and the catenary is computed using a simpler lumped parameter model which describes the pan-head and the plunger subsystem dynamics. In order to reduce the standard deviation of the contact force without affecting its mean value, a control actuator is used between the pan-head and the plunger. To this end, three types of control laws for the control action are designed to improve the contact quality both in the transient phase and in the steady state phase of the pantograph/catenary interaction. The first control law proposed features a feedback structure whereas the second and the third control strategies employ a feedback plus feed-forward architecture. In order to demonstrate the effectiveness of the proposed method, the results of a set of numerical simulations with and without the controllers are presented.


ASME 2015 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference, IDETC/CIE 2015 | 2015

Pantograph/Catenary Contact Force Control

Carmine Maria Pappalardo; Mohil Patel; Brian Tinsley; Ahmed A. Shabana

In this paper, a new continuum-based pantograph/catenary model based on the absolute nodal coordinate formulation (ANCF) is proposed and used to develop an effective method to control the contact force which arises from the pantograph/catenary interaction. In the proposed new model, only one ANCF gradient vector is used in the formulation of the pantograph/catenary contact conditions, thereby allowing for using the proposed approach for both fully parameterized and gradient deficient ANCF finite elements. A three-dimensional multibody system (MBS) model of a pantograph mounted on a train is developed using a nonlinear augmented MBS formulation. In order to take into account the catenary large deformation, ANCF finite elements are used. The contact between the pantograph and the catenary system is ensured using a sliding joint constraint whereas the contact between the rail vehicle wheels and the train track is modelled using an elastic contact formulation. In addition to the use of the new MBS approach to model the pantograph/catenary interaction, the contact force between the pantograph and the catenary is computed using a simpler lumped parameter model which describes the pan-head and the plunger subsystem dynamics. In order to reduce the standard deviation of the contact force without affecting its mean value, a control actuator is used between the pan-head and the plunger. To this end, three types of control laws for the control action are designed to improve the contact quality both in the transient phase and in the steady state phase of the pantograph/catenary interaction. The first control law proposed features a feedback structure whereas the second and the third control strategies employ a feedback plus feed-forward architecture. In order to demonstrate the effectiveness of the proposed method, the results of a set of numerical simulations with and without the controllers are presented.Copyright


Nonlinear Dynamics | 2017

On the formulation of the planar ANCF triangular finite elements

Carmine Maria Pappalardo; Tengfei Wang; Ahmed A. Shabana


Journal of Vibration and Acoustics | 2016

Pantograph/Catenary Contact Formulations

Shubhankar Kulkarni; Carmine Maria Pappalardo; Ahmed A. Shabana


Meccanica | 2014

Forward and inverse dynamics of nonholonomic mechanical systems

Domenico Guida; Carmine Maria Pappalardo


Journal of Dynamic Systems Measurement and Control-transactions of The Asme | 2017

Adjoint-Based Optimization Procedure for Active Vibration Control of Nonlinear Mechanical Systems

Carmine Maria Pappalardo; Domenico Guida


Journal of Computational and Nonlinear Dynamics | 2016

Rational ANCF Thin Plate Finite Element

Carmine Maria Pappalardo; Zuqing Yu; Xiaoshun Zhang; Ahmed A. Shabana


Meccanica | 2017

Control of nonlinear vibrations using the adjoint method

Carmine Maria Pappalardo; Domenico Guida


Journal of Computational and Nonlinear Dynamics | 2016

A New Ancf/CRBF Fully Parameterized Plate Finite Element

Carmine Maria Pappalardo; Michael Wallin; Ahmed A. Shabana


Archive of Applied Mechanics | 2017

On the use of two-dimensional Euler parameters for the dynamic simulation of planar rigid multibody systems

Carmine Maria Pappalardo; Domenico Guida

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Ahmed A. Shabana

University of Illinois at Chicago

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Tengfei Wang

Harbin Institute of Technology

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Brian Tinsley

University of Illinois at Chicago

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Mohil Patel

University of Illinois at Chicago

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Xiaoshun Zhang

Nanjing University of Science and Technology

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Zhigang Zhang

Zhengzhou University of Light Industry

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Zuqing Yu

Harbin Institute of Technology

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Michael Wallin

University of Illinois at Chicago

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