Author
Listed:
- Sundeep Singh
- Roderick Melnik
Abstract
Auxeticity (negative Poisson’s ratio) is the unique mechanical property found in an extensive variety of materials, such as metals, graphene, composites, polymers, foams, fibers, ceramics, zeolites, silicates and biological tissues. The enhanced mechanical features of the auxetic materials have motivated scientists to design, engineer and manufacture man-made auxetic materials to fully leverage their capabilities in different fields of research applications, including aeronautics, medical, protective equipments, smart sensors, filter cleaning, and so on. Atomic force microscopy (AFM) indentation is one of the most widely used methods for characterizing the mechanical properties and response of the living cells. In this contribution, we highlight main consequences of auxeticity for biosystems and provide a representative example to quantify the effect of nucleus auxeticity on the force response of the embryonic stem cells. A parametric study has been conducted on a heterogeneous stem cell to evaluate the effect of nucleus diameter, nucleus elasticity, indenter’s shape and location on the force-indentation curve. The developed model has also been validated with the recently reported experimental studies available in the literature. Our results suggest that the nucleus auxeticity plays a profound role in cell mechanics especially for large size nucleus. We also report the mechanical stresses induced within the hyperelastic cell model under different loading conditions that would be quite useful in decoding the interrelations between mechanical stimuli and cellular behavior of auxetic biosystems. Finally, current and potential areas of applications of our findings for regenerative therapies, tissue engineering, 3 D/4D bioprinting, and the development of meta-biomaterials are discussed.
Suggested Citation
Sundeep Singh & Roderick Melnik, 2022.
"Auxeticity in biosystems: an exemplification of its effects on the mechanobiology of heterogeneous living cells,"
Computer Methods in Biomechanics and Biomedical Engineering, Taylor & Francis Journals, vol. 25(5), pages 521-535, April.
Handle:
RePEc:taf:gcmbxx:v:25:y:2022:i:5:p:521-535
DOI: 10.1080/10255842.2021.1965129
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