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  • The purpose of the contribution is to study the size dependence of the microhardness. This well known phenomenon is called the Indentation Size Effect (ISE) and was investigated for four sets of specimen: pure copper, aluminum, cadmium and zinc. Variation of the microhardness with depth of indent was compared with various existing models. For the materials investigated the ISE is not artefact and can be explained by the hypothesis of presence of geometrically necessary dislocations, i.e. dislocations produced to accomodate the gradient in strain surrounding indent.
  • The purpose of the contribution is to study the size dependence of the microhardness. This well known phenomenon is called the Indentation Size Effect (ISE) and was investigated for four sets of specimen: pure copper, aluminum, cadmium and zinc. Variation of the microhardness with depth of indent was compared with various existing models. For the materials investigated the ISE is not artefact and can be explained by the hypothesis of presence of geometrically necessary dislocations, i.e. dislocations produced to accomodate the gradient in strain surrounding indent. (en)
Title
  • Mathematical Models of Indentation Size Effect
  • Mathematical Models of Indentation Size Effect (en)
skos:prefLabel
  • Mathematical Models of Indentation Size Effect
  • Mathematical Models of Indentation Size Effect (en)
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  • RIV/00216224:14410/10:00045804!RIV11-MSM-14410___
http://linked.open...avai/riv/aktivita
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  • 269890
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  • RIV/00216224:14410/10:00045804
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  • microhardness; cadmium; zinc; aluminum; copper; artefact; geometrically necessary dislocations (en)
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  • [FCB172986743]
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  • VŠB TU Ostrava
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  • VŠB Ostrava
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  • Moderní matematické metody v inženýrství
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  • Novotná, Jiřina
  • Navrátil, Vladislav
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number of pages
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  • Vysoká škola báňská - Technická Univerzita Ostrava
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  • 978-80-248-2342-3
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  • 14410
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