On a method for determination of Poisson’s ratio and Young modulus of a material

On the base of modernized NanoTest 600 Platform 3 indentation method is proposed to determine elastic parameters – Poisson’s ratio and Young’s modulus – of a material while loading in an elastic region. The experiment is based on procedure: lateral surface of indenter tip with the shape of parabolic...

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Main Authors: Zelentsov Vladimir B., Sadyrin Evgeniy V., Sukiyazov Aleksandr G., Shubchinskaya Nataliya Yu.
Format: Article
Language:English
Published: EDP Sciences 2018-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201822603027
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spelling doaj-91d060ee41264e16b7752d7348d00dcd2021-02-02T04:38:44ZengEDP SciencesMATEC Web of Conferences2261-236X2018-01-012260302710.1051/matecconf/201822603027matecconf_dts2018_03027On a method for determination of Poisson’s ratio and Young modulus of a materialZelentsov Vladimir B.0Sadyrin Evgeniy V.1Sukiyazov Aleksandr G.2Shubchinskaya Nataliya Yu.Research and Education Center “Materials”, Don State Technical UniversityResearch and Education Center “Materials”, Don State Technical UniversityResearch and Education Center “Materials”, Don State Technical UniversityOn the base of modernized NanoTest 600 Platform 3 indentation method is proposed to determine elastic parameters – Poisson’s ratio and Young’s modulus – of a material while loading in an elastic region. The experiment is based on procedure: lateral surface of indenter tip with the shape of parabolic cylinder penetrates into the specimen. NanoTest 600 was equipped by additional optics, backlight and device for spatial orientation of the specimen. This modernization allows to control the process of the indenter penetration both along its length and from the edges, so that one can observe and measure the width of the contact area and control the depth of the indentation area in a sample material. Mathematical modeling of the indentation process was conducted within the framework of plane theory of elasticity. This required solution of the contact problem on indentation of a rigid indenter with a parabolic shape into an elastic strip coupled with a non-deformable substrate. The fulfilment of condition of zeroing the contact stresses at the edges of the indenter with a known width of the contact area allows to determine the Poisson’s ratio, and condition of static equilibrium of the contact problem helps to find Young’s modulus of a strip material.https://doi.org/10.1051/matecconf/201822603027
collection DOAJ
language English
format Article
sources DOAJ
author Zelentsov Vladimir B.
Sadyrin Evgeniy V.
Sukiyazov Aleksandr G.
Shubchinskaya Nataliya Yu.
spellingShingle Zelentsov Vladimir B.
Sadyrin Evgeniy V.
Sukiyazov Aleksandr G.
Shubchinskaya Nataliya Yu.
On a method for determination of Poisson’s ratio and Young modulus of a material
MATEC Web of Conferences
author_facet Zelentsov Vladimir B.
Sadyrin Evgeniy V.
Sukiyazov Aleksandr G.
Shubchinskaya Nataliya Yu.
author_sort Zelentsov Vladimir B.
title On a method for determination of Poisson’s ratio and Young modulus of a material
title_short On a method for determination of Poisson’s ratio and Young modulus of a material
title_full On a method for determination of Poisson’s ratio and Young modulus of a material
title_fullStr On a method for determination of Poisson’s ratio and Young modulus of a material
title_full_unstemmed On a method for determination of Poisson’s ratio and Young modulus of a material
title_sort on a method for determination of poisson’s ratio and young modulus of a material
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2018-01-01
description On the base of modernized NanoTest 600 Platform 3 indentation method is proposed to determine elastic parameters – Poisson’s ratio and Young’s modulus – of a material while loading in an elastic region. The experiment is based on procedure: lateral surface of indenter tip with the shape of parabolic cylinder penetrates into the specimen. NanoTest 600 was equipped by additional optics, backlight and device for spatial orientation of the specimen. This modernization allows to control the process of the indenter penetration both along its length and from the edges, so that one can observe and measure the width of the contact area and control the depth of the indentation area in a sample material. Mathematical modeling of the indentation process was conducted within the framework of plane theory of elasticity. This required solution of the contact problem on indentation of a rigid indenter with a parabolic shape into an elastic strip coupled with a non-deformable substrate. The fulfilment of condition of zeroing the contact stresses at the edges of the indenter with a known width of the contact area allows to determine the Poisson’s ratio, and condition of static equilibrium of the contact problem helps to find Young’s modulus of a strip material.
url https://doi.org/10.1051/matecconf/201822603027
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