Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure

The lattice truss panel structure (LTPS), which is a high strength material with high efficiency of heat transfer, has a good potential to be used as compact heat exchanger. The core of LTPS is a periodic porous structure, and the effective elastic modulus (EEM) will be different from the base mater...

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Main Authors: Zhang Qian, Jiang Wenchun, Zhang Yanting
Format: Article
Language:English
Published: De Gruyter 2018-11-01
Series:Science and Engineering of Composite Materials
Subjects:
Online Access:https://doi.org/10.1515/secm-2017-0257
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spelling doaj-6c18a45f51fa440980a121d7af18f5752021-09-05T14:00:33ZengDe GruyterScience and Engineering of Composite Materials0792-12332191-03592018-11-012561135114410.1515/secm-2017-0257Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structureZhang Qian0Jiang Wenchun1Zhang Yanting2College of Mechanical and Electronic Engineering, China University of Petroleum (East China), Qingdao, 266580, P.R. ChinaState Key Laboratory of Heavy Oil Processing, College of Chemical Engineering, China University of Petroleum (East China), Qingdao, 266580, P.R. China, Phone: +86 532 86980609, Fax: +86 532 86980609College of Mechanical and Electronic Engineering, China University of Petroleum (East China), Qingdao, 266580, P.R. ChinaThe lattice truss panel structure (LTPS), which is a high strength material with high efficiency of heat transfer, has a good potential to be used as compact heat exchanger. The core of LTPS is a periodic porous structure, and the effective elastic modulus (EEM) will be different from the base material. It is essential to calculate the EEM for the design of this type of heat exchanger. This paper presents a study on the EEM of X-type LTPS by homogenization method, which has been verified by finite element method (FEM). It reveals that the effects of seven geometrical parameters of the X-type LTPS on EEM are not identical, and the relationship between the seven parameters and EEM has been established. Results calculated by homogenization method and FEM show a good agreement. The EEM decreases with the increase of truss length, stamping angle, shearing angle and node length, while it increases with the increase of truss width, truss thickness and face sheet thickness. Unlike the conventional foam material, there is no clear correlation between the EEM and the relative density, and a formula has been fitted to calculate the EEM of LTPS.https://doi.org/10.1515/secm-2017-0257effective elastic modulusfinite element methodhomogenization methodlattice truss panel structure
collection DOAJ
language English
format Article
sources DOAJ
author Zhang Qian
Jiang Wenchun
Zhang Yanting
spellingShingle Zhang Qian
Jiang Wenchun
Zhang Yanting
Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
Science and Engineering of Composite Materials
effective elastic modulus
finite element method
homogenization method
lattice truss panel structure
author_facet Zhang Qian
Jiang Wenchun
Zhang Yanting
author_sort Zhang Qian
title Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
title_short Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
title_full Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
title_fullStr Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
title_full_unstemmed Effect of geometrical parameters on the effective elastic modulus for an X-type lattice truss panel structure
title_sort effect of geometrical parameters on the effective elastic modulus for an x-type lattice truss panel structure
publisher De Gruyter
series Science and Engineering of Composite Materials
issn 0792-1233
2191-0359
publishDate 2018-11-01
description The lattice truss panel structure (LTPS), which is a high strength material with high efficiency of heat transfer, has a good potential to be used as compact heat exchanger. The core of LTPS is a periodic porous structure, and the effective elastic modulus (EEM) will be different from the base material. It is essential to calculate the EEM for the design of this type of heat exchanger. This paper presents a study on the EEM of X-type LTPS by homogenization method, which has been verified by finite element method (FEM). It reveals that the effects of seven geometrical parameters of the X-type LTPS on EEM are not identical, and the relationship between the seven parameters and EEM has been established. Results calculated by homogenization method and FEM show a good agreement. The EEM decreases with the increase of truss length, stamping angle, shearing angle and node length, while it increases with the increase of truss width, truss thickness and face sheet thickness. Unlike the conventional foam material, there is no clear correlation between the EEM and the relative density, and a formula has been fitted to calculate the EEM of LTPS.
topic effective elastic modulus
finite element method
homogenization method
lattice truss panel structure
url https://doi.org/10.1515/secm-2017-0257
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AT jiangwenchun effectofgeometricalparametersontheeffectiveelasticmodulusforanxtypelatticetrusspanelstructure
AT zhangyanting effectofgeometricalparametersontheeffectiveelasticmodulusforanxtypelatticetrusspanelstructure
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