Selection Of Analytical Computational Model Of Contact Pressure
This paper presents a comparison of two contact pressure calculation methods between two real rough surfaces: a calculation based on FEM (Finite Element Method) using commercial software tool ANSYS and a calculation based on FDM (Finite Difference Method) using analytical functions implemented in pr...
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doaj-cac95ab15a944345a5e6331b6ef700832020-11-24T21:35:38ZengSciendoJournal of Middle European Construction and Design of Cars1804-93382015-11-01132101510.1515/mecdc-2015-0006mecdc-2015-0006Selection Of Analytical Computational Model Of Contact PressureMaršálek Ondřej0Vopařil Jan1Raffai Peter2Novotný Pavel3Institute of Automotive Engineering, Brno University of Technology; Technická 2, CZ 616 69 Brno, Czech Republic Tel.: +420 541 143 476, Fax: +420 541 143 354Institute of Automotive Engineering, Brno University of Technology; Technická 2, CZ 616 69 Brno, Czech Republic Tel.: +420 541 143 476, Fax: +420 541 143 354Institute of Automotive Engineering, Brno University of Technology; Technická 2, CZ 616 69 Brno, Czech Republic Tel.: +420 541 143 476, Fax: +420 541 143 354Institute of Automotive Engineering, Brno University of Technology; Technická 2, CZ 616 69 Brno, Czech Republic Tel.: +420 541 143 476, Fax: +420 541 143 354This paper presents a comparison of two contact pressure calculation methods between two real rough surfaces: a calculation based on FEM (Finite Element Method) using commercial software tool ANSYS and a calculation based on FDM (Finite Difference Method) using analytical functions implemented in programing tool MATLAB. This comparison, lately, leads to the selection of the most appropriate analytical contact model useful for time-effective and precise contact pressure determination. Surface data for numerical simulations are obtained by optical profilometry. For the case of the modelling process of 3D FEM models of rough surfaces the description of their building is included in this article. Furthermore, this paper discusses all challenges connected with the convergence of such simulations and essential post-processing of FEM simulation results, together with their comparison, along the results obtained by user-written MATLAB functions.http://www.degruyter.com/view/j/mecdc.2015.13.issue-2/mecdc-2015-0006/mecdc-2015-0006.xml?format=INTFEMFDMCONTACT PRESSURESURFACE DEFLECTIONROUGH SURFACEMKPMKDKONTAKTNÍ TLAKPROLNUTÍ POVRCHŮDRSNOST POVRCHU |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Maršálek Ondřej Vopařil Jan Raffai Peter Novotný Pavel |
spellingShingle |
Maršálek Ondřej Vopařil Jan Raffai Peter Novotný Pavel Selection Of Analytical Computational Model Of Contact Pressure Journal of Middle European Construction and Design of Cars FEM FDM CONTACT PRESSURE SURFACE DEFLECTION ROUGH SURFACE MKP MKD KONTAKTNÍ TLAK PROLNUTÍ POVRCHŮ DRSNOST POVRCHU |
author_facet |
Maršálek Ondřej Vopařil Jan Raffai Peter Novotný Pavel |
author_sort |
Maršálek Ondřej |
title |
Selection Of Analytical Computational Model Of Contact Pressure |
title_short |
Selection Of Analytical Computational Model Of Contact Pressure |
title_full |
Selection Of Analytical Computational Model Of Contact Pressure |
title_fullStr |
Selection Of Analytical Computational Model Of Contact Pressure |
title_full_unstemmed |
Selection Of Analytical Computational Model Of Contact Pressure |
title_sort |
selection of analytical computational model of contact pressure |
publisher |
Sciendo |
series |
Journal of Middle European Construction and Design of Cars |
issn |
1804-9338 |
publishDate |
2015-11-01 |
description |
This paper presents a comparison of two contact pressure calculation methods between two real rough surfaces: a calculation based on FEM (Finite Element Method) using commercial software tool ANSYS and a calculation based on FDM (Finite Difference Method) using analytical functions implemented in programing tool MATLAB. This comparison, lately, leads to the selection of the most appropriate analytical contact model useful for time-effective and precise contact pressure determination. Surface data for numerical simulations are obtained by optical profilometry. For the case of the modelling process of 3D FEM models of rough surfaces the description of their building is included in this article. Furthermore, this paper discusses all challenges connected with the convergence of such simulations and essential post-processing of FEM simulation results, together with their comparison, along the results obtained by user-written MATLAB functions. |
topic |
FEM FDM CONTACT PRESSURE SURFACE DEFLECTION ROUGH SURFACE MKP MKD KONTAKTNÍ TLAK PROLNUTÍ POVRCHŮ DRSNOST POVRCHU |
url |
http://www.degruyter.com/view/j/mecdc.2015.13.issue-2/mecdc-2015-0006/mecdc-2015-0006.xml?format=INT |
work_keys_str_mv |
AT marsalekondrej selectionofanalyticalcomputationalmodelofcontactpressure AT vopariljan selectionofanalyticalcomputationalmodelofcontactpressure AT raffaipeter selectionofanalyticalcomputationalmodelofcontactpressure AT novotnypavel selectionofanalyticalcomputationalmodelofcontactpressure |
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