MATHEMATICAL MODELING OF GAP FORMATION BETWEEN BILLET AND MOLD AT STEEL CONTINUOUS CASTING
https://doi.org/10.17073/0368-0797-2016-10-692-696
Abstract
The analytic model of the gap forming between the billet and the mold at steel continuous casting plant, which is represented in the article, includes the formulas for determining the size of bending moments, and also the equation of cover deflection in wide and narrow edges of the mold to calculate not only the gap configuration, but the size of cover bending angle and to predict the most likely areas of liquid metal bleeding. The modeling results are given in gap configuration diagrams between the billet cover and the mold walls and in the bending moment diagrams for the sections of narrow and wide mold edges. As the result of the research work it is proved that by the gap forming in the area of an angle liquid metal bleeding is likely to be in the area of a cover angle in the side of the wide edge.
About the Authors
Z. K. Kabakov
Cherepovets State University, Russia, Cherepovets
Russian Federation
Dr. Sci. (Eng.), Professor of the Chair of Metallurgy, Machine Building and Technological Equipment
Russian Federation
Dr. Sci. (Eng.), Professor of the Chair of Metallurgy, Machine Building and Technological Equipment
I. A. Senatova
Cherepovets State University, Russia, Cherepovets
Russian Federation
Senior Lecturer of the Chair “Mathematics and Informatics”
Russian Federation
Senior Lecturer of the Chair “Mathematics and Informatics”
D. I. Gabelaya
Cherepovets State University, Russia, Cherepovets
Russian Federation
Cand. Sci. (Eng.), Assist. Professor of the Chair of Metal lurgy, Machine Building and Technological Equipment
Russian Federation
Cand. Sci. (Eng.), Assist. Professor of the Chair of Metal lurgy, Machine Building and Technological Equipment
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Review
For citations:
Kabakov Z.K., Senatova I.A., Gabelaya D.I. MATHEMATICAL MODELING OF GAP FORMATION BETWEEN BILLET AND MOLD AT STEEL CONTINUOUS CASTING. Izvestiya. Ferrous Metallurgy. 2016;59(10):692-696. (In Russ.) https://doi.org/10.17073/0368-0797-2016-10-692-696
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