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Large deformation analysis of anisotropic rubber hose along cyclic path by homogenization and path interpolation methods

Authors
Cho, Jin-RaeYoon, Young-Hwan
Issue Date
Feb-2016
Publisher
KOREAN SOC MECHANICAL ENGINEERS
Keywords
Fabric braided braking hose; Cyclic path; Large deformation analysis; Orthotropic homogenization; Path interpolation; Unit cell
Citation
JOURNAL OF MECHANICAL SCIENCE AND TECHNOLOGY, v.30, no.2, pp.789 - 795
Journal Title
JOURNAL OF MECHANICAL SCIENCE AND TECHNOLOGY
Volume
30
Number
2
Start Page
789
End Page
795
URI
https://scholarworks.bwise.kr/hongik/handle/2020.sw.hongik/8163
DOI
10.1007/s12206-016-0134-5
ISSN
1738-494X
Abstract
Automotive braking hose used to deliver the hydraulic braking force to the drake disc is in a lamination composition of rubber and fabric braided layers to prevent the oil leakage and the excessive radial deformation. Currently, the configuration and durability become a hot issue in the design of braking hose, because both substantially affect the oil leakage caused by the micro cracks and the interference with other adjacent parts. The design of braking hose including its configuration has been relied on the trial-and-error experiment because there is no reliable numerical analysis technique. A main obstacle in developing the numerical analysis technique is the geometry modeling of braided layer which is woven with fabric cords of small diameter. The microstructure of braided layer has been simplified as an isotropic layer because of its painstaking modeling job and the necessity of huge number of finite elements. However, such a simple model could not successfully reproduce the out-of-deformation of braking hose which is produced by the orthotropic braided layers. Meanwhile, the braking hose undergoes cyclic large deformation during the steering motion and bump/rebound motions of vehicle. In this context, the goal of this study is to introduce a modeling-effective but reliable large deformation analysis method for braking hose along the specified cyclic path making use of the homogenization and path interpolation methods. The numerical results are also presented to illustrate the proposed numerical analysis method.
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