1st IJRTESS - 2017 7th Scientific Engineering and the 1st International Conference Rrecent Terends iin EngineeringnScience andSustainability , 2017-05-17

Title : ( TimeDependent Heat Conduction Analysis of Dry Friction Brake System Using FVM )

Authors: MUAYAD ABDULKADHIM ALI AL GBURI , Ali Reza Teymourtash , Mohammad Javad Maghrebi ,

Citation: BibTeX | EndNote

Abstract

The objective of the present work is to investigate and analyze the temperature distribution rotor disk and pad during braking process, Finite volume method is used as a numerical approach to investigate the heat dissipation. The heat generate due to friction between the rotor and the pad must be perfectly dispersed to the enviroment so that avoid overheating temperature for pad and different brake system components. The analytical results of Talati and Jalalifar [1,2] and M. Kuciej [3], are reproduced for validation purposes of finite volume method employed. The results show excellent accuracy. The results also indicate the numerical approach is very efficient in determining the heat distribution in disk brake system.

Keywords

, finite volume method , CFD , pad and disk brake , heat dissipation , temperature rise
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@inproceedings{paperid:1064624,
author = {AL GBURI, MUAYAD ABDULKADHIM ALI and Teymourtash, Ali Reza and Maghrebi, Mohammad Javad},
title = {TimeDependent Heat Conduction Analysis of Dry Friction Brake System Using FVM},
booktitle = {1st IJRTESS - 2017 7th Scientific Engineering and the 1st International Conference Rrecent Terends iin EngineeringnScience andSustainability},
year = {2017},
location = {بغداد},
keywords = {finite volume method - CFD - pad and disk brake - heat dissipation - temperature rise},
}

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%0 Conference Proceedings
%T TimeDependent Heat Conduction Analysis of Dry Friction Brake System Using FVM
%A AL GBURI, MUAYAD ABDULKADHIM ALI
%A Teymourtash, Ali Reza
%A Maghrebi, Mohammad Javad
%J 1st IJRTESS - 2017 7th Scientific Engineering and the 1st International Conference Rrecent Terends iin EngineeringnScience andSustainability
%D 2017

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