Normal contact of metainterfaces: the roles of finite size and microcontact interactions
Donald Zeka (LaMCoS, I2M-BX), Nawfal Blal (LaMCoS), Fatima-Ezzahra Fekak (LaMCoS, USMBA), Arnaud Duval (LaMCoS), Anthony Gravouil (LaMCoS), Julien Scheibert (LTDS)

TL;DR
This paper critically evaluates the design of elastic microcontact interfaces called metainterfaces, using 3D finite element modeling to assess assumptions and improve the robustness of friction law matching.
Contribution
It provides a detailed finite element analysis of metainterface assumptions, identifying conditions where these assumptions fail and offering guidelines for enhanced design strategies.
Findings
The design strategy is valid under certain conditions.
Assumptions about asperity independence can fail with specific arrangements.
Guidelines for improving metainterface robustness are proposed.
Abstract
The design of contact interfaces that meet quantitatively a specified friction law (friction force vs normal force) is challenging due to the multi-scale and multi-physics nature of contact interactions. Recently, a concept was proposed to address this question in the case of dry elastic microarchitected contact interfaces, so-called metainterfaces. These take their macroscopic friction properties from an array of discrete asperities whose geometrical descriptors are optimized through an inverse design phase. Such design is based on the experimentally-observed proportionality between friction force and real contact area under pure compression, reducing the friction problem to a simpler contact mechanics problem of designing the contact area. In this context, the design strategy assumes that asperities are placed on a linear elastic half-space and behave independently from each other.…
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