Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack

Numerical investigations of the propagation of rolling contact fatigue crack filled by the liquid have been conducted. Two models of fluid crack interaction have been considered. In the first model called 䖓hydrostatic� the assumption of incompressible, inviscid and weightless liquid was accepted. I...

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Main Authors: M. Olzak, J. Piechna Warsaw, P. Pyrzanowski
Format: Article
Language:English
Published: Gruppo Italiano Frattura 2017-10-01
Series:Frattura ed Integrità Strutturale
Subjects:
Online Access:http://www.gruppofrattura.it/pdf/rivista/numero42/numero_42_art_6.pdf
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spelling doaj-0aa271b1a8b54ae289ea98145e14725a2020-11-25T01:43:08ZengGruppo Italiano FratturaFrattura ed Integrità Strutturale1971-89932017-10-011142465510.3221/IGF-ESIS.42.610.3221/IGF-ESIS.42.6Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crackM. OlzakJ. Piechna WarsawP. PyrzanowskiNumerical investigations of the propagation of rolling contact fatigue crack filled by the liquid have been conducted. Two models of fluid crack interaction have been considered. In the first model called 䖓hydrostatic� the assumption of incompressible, inviscid and weightless liquid was accepted. It was also assumed that due to the wheel load the trapped liquid could not get outside the crack and its volume remained constant until the rising pressure would open up the crack mouth again. On this assumption the analysis has a steady-state character. In the second model it has been assumed that the crack is filled by the viscous, incompressible fluid and the fluid motion as well as the resulting pressure distribution can be represented by one-dimensional form of the Reynolds equation. The method for solving the problem of the coupled motion of liquid and crack faces has been developed and series of calculation were made. The method has been employed for the predicting of crack deformation in the course of wheel rollinghttp://www.gruppofrattura.it/pdf/rivista/numero42/numero_42_art_6.pdfRolling contact fatigueFluid viscosityStress intensity factor
collection DOAJ
language English
format Article
sources DOAJ
author M. Olzak
J. Piechna Warsaw
P. Pyrzanowski
spellingShingle M. Olzak
J. Piechna Warsaw
P. Pyrzanowski
Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
Frattura ed Integrità Strutturale
Rolling contact fatigue
Fluid viscosity
Stress intensity factor
author_facet M. Olzak
J. Piechna Warsaw
P. Pyrzanowski
author_sort M. Olzak
title Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
title_short Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
title_full Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
title_fullStr Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
title_full_unstemmed Numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
title_sort numerical analysis of the influence of liquid on propagation of a rolling contact fatigue crack
publisher Gruppo Italiano Frattura
series Frattura ed Integrità Strutturale
issn 1971-8993
publishDate 2017-10-01
description Numerical investigations of the propagation of rolling contact fatigue crack filled by the liquid have been conducted. Two models of fluid crack interaction have been considered. In the first model called 䖓hydrostatic� the assumption of incompressible, inviscid and weightless liquid was accepted. It was also assumed that due to the wheel load the trapped liquid could not get outside the crack and its volume remained constant until the rising pressure would open up the crack mouth again. On this assumption the analysis has a steady-state character. In the second model it has been assumed that the crack is filled by the viscous, incompressible fluid and the fluid motion as well as the resulting pressure distribution can be represented by one-dimensional form of the Reynolds equation. The method for solving the problem of the coupled motion of liquid and crack faces has been developed and series of calculation were made. The method has been employed for the predicting of crack deformation in the course of wheel rolling
topic Rolling contact fatigue
Fluid viscosity
Stress intensity factor
url http://www.gruppofrattura.it/pdf/rivista/numero42/numero_42_art_6.pdf
work_keys_str_mv AT molzak numericalanalysisoftheinfluenceofliquidonpropagationofarollingcontactfatiguecrack
AT jpiechnawarsaw numericalanalysisoftheinfluenceofliquidonpropagationofarollingcontactfatiguecrack
AT ppyrzanowski numericalanalysisoftheinfluenceofliquidonpropagationofarollingcontactfatiguecrack
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