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rdfs:label
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"Verzerrungstensor"@de
"deformationstensor"@sv
"deformiĝa tensoro"@eo
"deformációs tenzor"@hu
"strain tensor"@en
"tenseur des déformations"@fr
"tensor deformació"@ca
"tensor deformación"@es
"tensor deformação"@pt
"tensor odkształcenia"@pl
"tensorul deformațiilor"@ro
"tenzor deformace"@cs
"tenzor deformacije"@sl
"тензор деформации"@ru
"тензор деформації"@uk
"тэнзар дэфармацыі"@be-tarask
"טנזור עיבורים"@he
"موتر الانفعال"@ar
"ひずみ"@ja
"应变张量"@zh
"应变张量"@zh-cn
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skos:altLabel
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"Dehnungstensor"@de
"deformationstensorn"@sv
"deformiĝo"@eo
"dilatációs tenzor"@hu
"déformation"@fr
"nyúlási tenzor"@hu
"strain"@en
"tensor de deformación"@es
"tenzor velkých deformací"@cs
"тензор великих деформацій"@uk
"טנזור מעוותים"@he
"טנזור מעוותים יחסיים"@he
"מעוות"@he
"موتر التشوه"@ar
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schema:description
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"deformació relativa d'un cos físic"@ca
"outil mathématique décrivant l'état de déformation d'un milieu"@fr
"simetria tensoro priskribanta la deformiĝon de materio"@eo
"symmetric tensor quantity of the strain caused by stress in matter"@en
"symmetrische Tensorgröße der durch Spannung verursachten Verformung von Materie"@de
"tensor simétrico de la deformación causada por la tensión en la materia"@es
"математичний об'єкт"@uk
"тензор, который характеризует сжатие (растяжение) и изменение формы в каждой точке тела при деформации"@ru
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schema:dateModified
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"2026-10-30T21:25:21+00:00"^^xsd:dateTime
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schema:version
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2562736271
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wikibase:identifiers
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7
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wikibase:sitelinks
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11
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wikibase:statements
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24
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p:P10376
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wd:statement/Q3083131-93428B78-32F7-4087-AADA-43112B276B90
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p:P10565
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wd:statement/Q3083131-B9A530D5-C30A-41AC-B946-ECB151242E0B
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p:P1269
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wd:statement/Q3083131-2C604100-D125-443D-B0E1-B0CDBDC201EC
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|
p:P1343
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wd:statement/Q3083131-10a70bb9-4d48-c5c9-a50a-51015c42a79c
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|
wd:statement/Q3083131-6EF3588C-B176-4649-A232-6EC3DEFD2CC9
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p:P14541
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wd:statement/Q3083131-B1E777DB-4607-42A9-A4B4-53670D0E1351
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|
p:P1889
|
wd:statement/Q3083131-148a94b6-4f61-0f20-9f6b-4af5ca96b492
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|
wd:statement/Q3083131-4ea429e2-4066-c3f9-1c97-6dc3ce487b67
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|
wd:statement/Q3083131-AF135BE2-FC29-498F-A455-EB29FCEBE85F
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|
p:P227
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wd:statement/Q3083131-F934470B-7804-4B85-96B5-94808C5D2ED3
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|
p:P2579
|
wd:statement/Q3083131-1b53ba17-4713-832b-efe8-887359db5d61
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|
p:P2671
|
wd:statement/Q3083131-FFF35691-BA6F-4E68-843F-E2E349C372EB
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|
p:P279
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wd:statement/Q3083131-0c80adff-4d95-1ff6-70ee-91157168e9d5
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|
wd:statement/Q3083131-2d8ddc3b-4dbe-4446-c528-3a7d1687c83f
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|
wd:statement/Q3083131-56DA84B1-D988-49A4-8FE1-5FEC4FDB0961
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|
wd:statement/Q3083131-9b1dd65f-479f-72d1-0517-90fe3dec4aa0
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|
wd:statement/Q3083131-d93220e9-4199-f4c1-f048-a3ad1c578de9
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|
wd:statement/Q3083131-e2bae251-4153-40a5-b1b0-c242f6a31873
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p:P4020
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wd:statement/Q3083131-866cd9df-4199-7ae8-637e-b4995f7da297
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p:P4215
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wd:statement/Q3083131-CA5E02B7-B798-4741-82C9-F26815C9A071
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p:P5064
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wd:statement/Q3083131-23735862-F09F-4D73-9033-B49782EE0CCD
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|
p:P527
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wd:statement/Q3083131-0b72431f-4844-d01f-20b5-267c83071b84
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|
p:P7973
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wd:statement/Q3083131-a76b0579-4b53-5002-7aff-1c7045085b24
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|
p:P8111
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wd:statement/Q3083131-bc95df14-43b0-299c-85b3-e99aafbe984d
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p:direct-normalized/P227
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<https://d-nb.info/gnd/4316421-3>
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p:direct-normalized/P2671
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<http://g.co/kg/g/122v3rc0>
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wdt:P10376
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"engineering/strain-tensor"
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wdt:P10565
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"191194"
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wdt:P1269
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deformation
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wdt:P1343
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ISO 80000-4:2019 Quantities and units — Part 4: Mechanics
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Encyclopædia Britannica 11th edition
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wdt:P14541
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"46hni"
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wdt:P1889
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Cauchy stress tensor
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linear strain
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|
strain rate tensor
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wdt:P227
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"4316421-3"
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wdt:P2579
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continuum mechanics
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wdt:P2671
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"/g/122v3rc0"
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wdt:P279
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physical quantity
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|
tensor of the second order
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|
dimensionless quantity
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|
tensor
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|
symmetric tensor
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tensor quantity
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wdt:P4020
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"<math class="mwe-math-element mwe-math-element-inline" xmlns="http://www.w3.org/1998/Math/MathML"><mrow data-mjx-texclass="ORD"><mstyle displaystyle="true" scriptlevel="0"><mn>1</mn></mstyle></mrow></math>"^^http://www.w3.org/1998/Math/MathML
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wdt:P4215
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"strain tensor"
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wdt:P5064
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"StrainTensor"
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wdt:P527
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linear strain
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wdt:P7973
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"<math class="mwe-math-element mwe-math-element-inline" xmlns="http://www.w3.org/1998/Math/MathML"><mrow data-mjx-texclass="ORD"><mstyle displaystyle="true" scriptlevel="0"><mrow data-mjx-texclass="ORD"><mi mathvariant="bold-italic">ε</mi></mrow></mstyle></mrow></math>"^^http://www.w3.org/1998/Math/MathML
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wdt:P8111
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1
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