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research article

Stress transmission in entangled granular structures

Karapiperis, K.  
•
Monfared, S.
•
Macedo, R. Buarque de
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August 1, 2022
Granular Matter

Abstract: We study the transmission of compressive and tensile stresses, and the development of stress - induced anisotropy in entangled granular structures composed of nonconvex S-shaped hooks and staples. Utilizing discrete element simulations, we find that these systems exhibit fundamentally different behavior compared to standard convex particle systems, including the ability to entangle which contributes to a lower jamming packing fraction and facilitates the transmission of tensile stresses. We present direct evidence of tensile stress chains, and show that these chains are generally sparser, shorter and shorter-lived than the compressive chains found in convex particle packings. We finally study the probability distribution, angular density and anisotropic spatial correlation of the minor (compressive) and major (tensile) particle stresses. The insight gained for these systems can help the design of reconfigurable and recyclable granular structures capable of bearing considerable loads, without any need for reinforcement. Graphical abstract: [Figure not available: see fulltext.]

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Type
research article
DOI
10.1007/s10035-022-01252-4
Scopus ID

2-s2.0-85133923474

Author(s)
Karapiperis, K.  

ETH Zurich

Monfared, S.

California Institute of Technology Division of Engineering and Applied Science

Macedo, R. Buarque de

California Institute of Technology Division of Engineering and Applied Science

Richardson, S.

California Institute of Technology Division of Engineering and Applied Science

Andrade, J. E.

California Institute of Technology Division of Engineering and Applied Science

Date Issued

2022-08-01

Published in
Granular Matter
Volume

24

Issue

3

Article Number

91

Subjects

discrete element method

•

entangled structures

•

force chains

•

granular materials

•

interlocked particles

•

LS-DEM

Editorial or Peer reviewed

REVIEWED

Written at

OTHER

EPFL units
Non-EPFL  
FunderFunding(s)Grant NumberGrant URL

ETH Zurich

Available on Infoscience
November 12, 2025
Use this identifier to reference this record
https://infoscience.epfl.ch/handle/20.500.14299/255758
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