Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces

One of the most important factors that affect tire friction is surface roughness, which determines the size of the real contact area, real pressure distribution on the contact interface, and scales of mechanical engagement between viscoelastic rubber and a rough substrate. The need to predict coeffi...

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Main Authors: Mohammad Reza Arab Bafrani, Mehdi Razzaghi-Kashani
Format: Article
Language:fas
Published: Iran Polymer and Petrochemical Institute 2013-06-01
Series:علوم و تکنولوژی پلیمر
Subjects:
Online Access:http://jips.ippi.ac.ir/article_901_7920a86d3ba6600bba38052cb67750a4.pdf
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author Mohammad Reza Arab Bafrani
Mehdi Razzaghi-Kashani
author_facet Mohammad Reza Arab Bafrani
Mehdi Razzaghi-Kashani
author_sort Mohammad Reza Arab Bafrani
collection DOAJ
description One of the most important factors that affect tire friction is surface roughness, which determines the size of the real contact area, real pressure distribution on the contact interface, and scales of mechanical engagement between viscoelastic rubber and a rough substrate. The need to predict coefficient of friction (COF) for rubber on rough surfaces for applications such as traction of tires on the road surfaces led to some physical models such as Heinrich-Kluppel’s model. The current study examines the applicability of the Heinrich-Kluppel model, using different viscoelastic representations, in numerical simulations of COF for rubber, and its agreement with the experimental results. For this purpose, roughness characteristics of the surfaces and viscoelastic properties of rubber were measured by fractal analysis and dynamic-mechanical-thermal analysis (DMTA), respectively. These data were employed in the numerical code to simulate COF for a rubber sample. The model was also modified by replacing the Zener viscoelastic representation in the original model with the generalized Maxwell viscoelastic representation. On the other hand, COF for rubber was measured on the same rough surface (different sand-papers) by an in-house friction tester, and results were compared with the numerical results. It was shown that computer simulation could predict the load and speed dependence of rubber friction very well. The application of the generalized Maxwell model improved agreement between the numerical and experimental results for high sliding speeds where the Zener viscoelastic model failed to predict the right trend in variation of COF with speed. This speed range was matched with the sliding velocities in the footprint of tire under rolling conditions.
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spelling doaj.art-94c6dc5203dc4a8e8f10996ac7d37eb42022-12-21T23:46:48ZfasIran Polymer and Petrochemical Instituteعلوم و تکنولوژی پلیمر1016-32552008-08832013-06-0126214915810.22063/jipst.2013.901901Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of SurfacesMohammad Reza Arab Bafrani0Mehdi Razzaghi-Kashani1Polymer Engineering Department, Faculty of Chemical Engineering, Tarbiat Modares University, P.O. Box: 14115-114, Tehran, IranPolymer Engineering Department, Faculty of Chemical Engineering, Tarbiat Modares University, P.O. Box: 14115-114, Tehran, IranOne of the most important factors that affect tire friction is surface roughness, which determines the size of the real contact area, real pressure distribution on the contact interface, and scales of mechanical engagement between viscoelastic rubber and a rough substrate. The need to predict coefficient of friction (COF) for rubber on rough surfaces for applications such as traction of tires on the road surfaces led to some physical models such as Heinrich-Kluppel’s model. The current study examines the applicability of the Heinrich-Kluppel model, using different viscoelastic representations, in numerical simulations of COF for rubber, and its agreement with the experimental results. For this purpose, roughness characteristics of the surfaces and viscoelastic properties of rubber were measured by fractal analysis and dynamic-mechanical-thermal analysis (DMTA), respectively. These data were employed in the numerical code to simulate COF for a rubber sample. The model was also modified by replacing the Zener viscoelastic representation in the original model with the generalized Maxwell viscoelastic representation. On the other hand, COF for rubber was measured on the same rough surface (different sand-papers) by an in-house friction tester, and results were compared with the numerical results. It was shown that computer simulation could predict the load and speed dependence of rubber friction very well. The application of the generalized Maxwell model improved agreement between the numerical and experimental results for high sliding speeds where the Zener viscoelastic model failed to predict the right trend in variation of COF with speed. This speed range was matched with the sliding velocities in the footprint of tire under rolling conditions.http://jips.ippi.ac.ir/article_901_7920a86d3ba6600bba38052cb67750a4.pdfrubber frictionviscoelastic propertiessurface roughnessHeinrich-Kluppel's modelcontact mechanics
spellingShingle Mohammad Reza Arab Bafrani
Mehdi Razzaghi-Kashani
Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
علوم و تکنولوژی پلیمر
rubber friction
viscoelastic properties
surface roughness
Heinrich-Kluppel's model
contact mechanics
title Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
title_full Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
title_fullStr Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
title_full_unstemmed Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
title_short Simulation of Rubber Friction Using Viscoelastic Behavior of Rubber and Roughness Parameters of Surfaces
title_sort simulation of rubber friction using viscoelastic behavior of rubber and roughness parameters of surfaces
topic rubber friction
viscoelastic properties
surface roughness
Heinrich-Kluppel's model
contact mechanics
url http://jips.ippi.ac.ir/article_901_7920a86d3ba6600bba38052cb67750a4.pdf
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