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Naslov:Experimental and numerical investigation of restrained shrinkage of concrete
Avtorji:ID Hanžič, Lucija (Avtor)
ID Karlovšek, Jurij (Avtor)
ID Hozjan, Tomaž (Avtor)
ID Huč, Sabina (Avtor)
ID Xu, Zhongyu (Avtor)
ID Planinc, Igor (Avtor)
ID Ho, Johnny Ching Ming (Avtor)
Datoteke:.pdf PDF - Predstavitvena datoteka, prenos (18,89 MB)
MD5: F26B238E8BF0778AB8D98A949CB2541F
Opis: Odprti dostop
 
.pdf PDF - Predstavitvena datoteka, prenos (2,48 MB)
MD5: 9B62847F5C04020B04A5F2FBE8E2E0CD
 
Jezik:Angleški jezik
Tipologija:1.08 - Objavljeni znanstveni prispevek na konferenci
Organizacija:Logo ZAG - Zavod za gradbeništvo Slovenije
Povzetek:To promote the understanding of shrinkage related behaviour of concrete used for tunnel linings the experimental and theoretical investigation including numerical and analytical approach was performed on ring-shaped specimens. Overall one analytical (an.) and two numerical models, namely (i) and (ii) were also developed. Models (an.) and (i) considered the restraining steel ring to be rigid, thus not exhibiting any deformation. Numerical model (ii) considered the steel ring to be deformable. The experimental set-up consisted of a large concrete ring with an inner diameter of 120 cm, an outer diameter of 160cm and 20 cm in height. The restraining steel ring was 5.5 cm thick. Two concrete rings were made, namely R1 with a low compressive strength of ~26MPa and the other, R2, with medium compressive strength of ~40 MPa. The strain was measured in the hoop direction on the inner circumference of the steel ring and on the outer circumference of the concrete ring. Concrete rings were subjected to circumferential drying. Numerical model (ii) predicted critical time to the formation of the first crack to be between 13 and 14 days. The experimentally determined critical time is found to be 11 to 13 days with cracks gradually opening over several days. This was indicated by changes in measured concrete and steel strain. Modelled concrete strain just before cracking was between -20 and -30 % 10-6 m m-1 however, measured concrete strain was ~150 % 10-6 m m-1. Modelled steel strain was between -30 and -40 % 10-6 m m-1 while measured steel strain was between -10 and 20 % 10-6 m m-1. These discrepancies, in particular the positive steel strain obtained in experiments, require further investigation and improvements of the experimental set-up.
Ključne besede:concrete, tunnel lining, restrained shrinkage, Reissner beam theory, modelling
Status publikacije:Objavljeno
Verzija publikacije:Objavljena publikacija
Datum objave:01.01.2020
Založnik:Slovenian National Building and Civil Engineering Institute (ZAG)
Leto izida:2020
Št. strani:Str. 134-142
PID:20.500.12556/DiRROS-17898 Novo okno
UDK:620.1/.2
COBISS.SI-ID:64742659 Novo okno
Avtorske pravice:© 2020 Slovenian National Building and Civil Engineering Institute
Opomba:Nasl. z nasl. zaslona; Opis vira z dne 26. 5. 2021;
Datum objave v DiRROS:19.01.2024
Število ogledov:191
Število prenosov:81
Metapodatki:XML RDF-CHPDL DC-XML DC-RDF
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Gradivo je del monografije

Naslov:Construction materials for a sustainable future : proceedings of the 2nd International Conference CoMS 2020/21
Uredniki:Aljoša Šajna, Andraž Legat, Sabina Jordan, Petra Horvat, Ema Kemperle, Sabina Dolenec, Metka Ljubešek, Matej Michelizza
Kraj izida:Ljubljana
Založnik:Slovenian National Building and Civil Engineering Institute (ZAG)
Leto izida:2020
ISBN:978-961-94071-8-9
COBISS.SI-ID:44042499 Novo okno

Gradivo je financirano iz projekta

Financer:ARRS - Agencija za raziskovalno dejavnost Republike Slovenije
Številka projekta:P2-0260
Naslov:Mehanika konstrukcij

Licence

Licenca:CC BY-NC-ND 4.0, Creative Commons Priznanje avtorstva-Nekomercialno-Brez predelav 4.0 Mednarodna
Povezava:http://creativecommons.org/licenses/by-nc-nd/4.0/deed.sl
Opis:Najbolj omejujoča licenca Creative Commons. Uporabniki lahko prenesejo in delijo delo v nekomercialne namene in ga ne smejo uporabiti za nobene druge namene.

Sekundarni jezik

Jezik:Slovenski jezik
Ključne besede:beton, tunelska obloga, omejeno krčenje, Reissnerjeva teorija gredi, modeliranje


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