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KOTRBÁČEK, P. HORSKÝ, J. KVAPIL, J. SCHOERKHUBER, K.
Originální název
OPTIMIZATION OF WORKING ROLL COOLING IN HOT ROLLING
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
angličtina
Originální abstrakt
The optimal cooling of rolls should be designed with respect to two aspects. The first is the wearing of a roll where high temperature decreases the durability of the surface layer. The second aspect is thermal deformation of a roll. There are many factors which can influence the efficiency of the nozzle cooling system: type of nozzle, geometrical configuration (nozzle pitch, distance from the roll, orientation, number of manifolds), coolant pressure and temperature. Cooling intensity is mostly specified through the heat transfer coefficient or heat flux distribution. Coolant flow on the rotating roll surface makes the problem complex. Surface temperature of the cylinder plays an important role in the heat transfer mechanism, especially for higher temperatures where boiling must be considered. No analytical or numerical solution of heat transfer and fluid flow for this case is known. The task can be successfully solved experimentally. An experimental bench and methodology of realistic boundary conditions determination was developed in the Heat Transfer and Fluid Flow Laboratory. The optimized cooling system was applied on a hot flat rolling mill in voestalpine Stahl GmbH.
Klíčová slova
roll cooling, rolling mill, heat transfer, hot rolling, nozzle, roll crown
Autoři
KOTRBÁČEK, P.; HORSKÝ, J.; KVAPIL, J.; SCHOERKHUBER, K.
Rok RIV
2013
Vydáno
10. 6. 2013
Nakladatel
Associazione Italiana di metallurgia
Místo
Milano, Italy
ISBN
9788885298958
Kniha
Rolling 2013
Strany od
1
Strany do
11
Strany počet
BibTex
@inproceedings{BUT100663, author="Petr {Kotrbáček} and Jaroslav {Horský} and Jiří {Kvapil} and Karl {Schoerkhuber}", title="OPTIMIZATION OF WORKING ROLL COOLING IN HOT ROLLING", booktitle="Rolling 2013", year="2013", pages="1--11", publisher="Associazione Italiana di metallurgia", address="Milano, Italy", isbn="9788885298958" }