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Eszter Fehér BME Építészmérnöki Kar Budapest Magyarország

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András Sipos BME Szilárdságtani és Tartószerkezeti Tanszék 1111 Budapest Műegyetem rkp. 3. K. 261 Magyarország

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Írásunkban két végén befogott, vékony (100 μm-nél vékonyabb) lemezek egyirányú húzás hatására bekövetkező ráncosodását vizsgáljuk. Az irodalomban széles körben használt, infinitezimális nyúlásokon alapuló Kármán Tódor-féle nagy lehajlású, vékony lemezek elmélete a nyújtás egy kritikus értéke felett a ráncos mintázat stabilitását jósolja, függetlenül a további nyújtás mértékétől. Numerikus szimulációk alapján a ráncos mintázat korlátlan stabilitása nem igazolható akkor, ha az elméleti levezetés (összhangban a terheléssel) véges nyúlásokat is megenged. Ez utóbbi modellben a triviális, síkbeli megoldás egy második bifurkációs pontban visszanyeri stabilitását. Jelen írás célja ezen előrejelzés kísérleti igazolása polipropilén szalagok elmozdulás-vezérelt nyújtásával. A kísérletekből meghatározott elágazási pontoknak a paramétertérben elfoglalt helye jó egyezést mutat a kiterjesztett elméleten alapuló, a nemlineáris végeselem-módszert a Newton-Raphson-módszerrel ötvöző algoritmus eredményeivel.

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Editor(s)-in-Chief: Sajtos, István

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Department of History of Architecture and of Monuments
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Scimago  
Scimago
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Architecture (Q3)
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Scopus  
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Visual Arts and Performing Arts 285/615 (53rd PCTL)
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0.382

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Scimago  
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Scimago
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0,101
Scimago Quartile Score Architecture (Q4)
Conservation (Q4)
Visual Arts and Performing Arts (Q4)
Scopus  
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Visual Arts and Performing Arts 247/584 (Q2)
Conservation 60/96 (Q3)
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Scopus
SNIP
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2020

 
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4
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0,111
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Architecture Q4
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Scopus
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15/63=0,2
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Architecture 88/138 (Q3)
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Visual Arts and Performing Arts 221/532 (Q2)
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Scopus
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16
Days from submission to acceptance 17
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2019  
Scimago
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3
Scimago
Journal Rank
0,133
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Architecture Q3
Conservation Q3
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19/62=0,3
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Architecture 71/126 (Q3)
Conservation 44/78 (Q3)
Visual Arts and Performing Arts 168/502 (Q2)
Scopus
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0,339
Scopus
Cites
15
Scopus
Documents
12
Acceptance
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Építés - Építészettudomány
Language English Hungarian
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1957
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ISSN 0013-9661 (Print)
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