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A unified approach to quantify the material and geometrical effects in indentation size effect
by
Bathini, Lavakumar
, Krishnaswamy, Hariharan
, Wasekar, Nitin P.
, Seekala, Harita
, Sudharshan Phani, P.
in
Applied and Technical Physics
/ Biomaterials
/ Chemistry and Materials Science
/ Deformation
/ Dislocation density
/ Grain size
/ Heat treating
/ Indentation
/ Inorganic Chemistry
/ Materials Engineering
/ Materials Science
/ Nanotechnology
/ Parameters
/ Plastic zones
/ Size effects
/ Strain hardening
2023
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A unified approach to quantify the material and geometrical effects in indentation size effect
by
Bathini, Lavakumar
, Krishnaswamy, Hariharan
, Wasekar, Nitin P.
, Seekala, Harita
, Sudharshan Phani, P.
in
Applied and Technical Physics
/ Biomaterials
/ Chemistry and Materials Science
/ Deformation
/ Dislocation density
/ Grain size
/ Heat treating
/ Indentation
/ Inorganic Chemistry
/ Materials Engineering
/ Materials Science
/ Nanotechnology
/ Parameters
/ Plastic zones
/ Size effects
/ Strain hardening
2023
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Do you wish to request the book?
A unified approach to quantify the material and geometrical effects in indentation size effect
by
Bathini, Lavakumar
, Krishnaswamy, Hariharan
, Wasekar, Nitin P.
, Seekala, Harita
, Sudharshan Phani, P.
in
Applied and Technical Physics
/ Biomaterials
/ Chemistry and Materials Science
/ Deformation
/ Dislocation density
/ Grain size
/ Heat treating
/ Indentation
/ Inorganic Chemistry
/ Materials Engineering
/ Materials Science
/ Nanotechnology
/ Parameters
/ Plastic zones
/ Size effects
/ Strain hardening
2023
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A unified approach to quantify the material and geometrical effects in indentation size effect
Journal Article
A unified approach to quantify the material and geometrical effects in indentation size effect
2023
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Overview
The seminal work of Nix and Gao in (J Mech Phys Solids, 46:411–425, 1998), laid the foundation for quantifying indentation size effect (ISE). Several groups around the world have continued to explore the various factors that influence ISE, through extensive numerical and experimental studies. In this work, a unified approach to quantify ISE is presented, wherein the effects of materials, geometry and other coupled parameters on ISE are incorporated to derive a simple unified model. The model predictions for depth dependence of hardness are validated through experimental studies on pulsed electro-deposited (PED) nickel with varying grain sizes using a Berkovich tip with a finite tip radius. Lower grain sizes, higher statistically stored dislocation densities, blunt tips, lower constraint factors and higher plastic zone sizes are found to reduce ISE. The deviation caused by these parameters from the predictions of the original Nix & Gao model are discussed.
Graphical abstract
Publisher
Springer International Publishing,Springer Nature B.V
Subject
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