Micro-mechanical approaches to characterize tip growth: Insights into root hair elasto-viscoplastic properties

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Authors: Thomas Alline, Léa Cascaro, David Pereira, Atef Asnacios
Cited by: 2
References: 21

Abstract

Root hairs are outgrowths of the epidermal cells of plant roots. They increase the root's exchange surface with the soil and provide it with good anchorage in the soil. Root hairs are an emblematic model of apical growth, a process also used by yeasts and hyphae to invade their environment. From a mechanical perspective, the root hair is considered as an elastic cylinder under pressure, closed by a dome that behaves like a yield fluid. We introduce here two innovative mechanical setups and protocols to characterize the mechanical properties of single growing root hairs in Arabidopsis thaliana. In the first setup, root hairs grow against an elastic obstacle until buckling. By measuring the critical buckling force, we determine the surface modulus and estimate the Young's modulus of the cell wall, which aligns with previous measurements. Using a 1D elasto-viscoplastic model of root hair growth, we assess the excess pressure beyond the yield threshold (the driver of tip growth) and estimate the axial stiffness of the root hair, reflecting its elastic resistance to compression. For the second protocol, we designed a setup where a single root hair grows against a cantilever with variable stiffness, a technique adapted from our earlier work on rigidity sensing by animal cells. This method provides an independent estimate of the root hair's axial stiffness, confirming our initial findings and suggesting that this stiffness primarily involves tip compression and depends mainly on turgor pressure, at least within the low deformation regime explored.

Fields of Study & Subjects

Plant Reproductive Biology Plant Molecular Biology Research Tree Root and Stability Studies

Publication details

Journal / source
The European Physical Journal E
Publisher
Springer Science and Business Media LLC
Volume
49
Issue
1-2
Pages
11–11
Publication date
1 February 2026
Language
EN