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Inverse Problems in Science and Engineering | 2015

Inverse method implementation to heat transfer coefficient determination over the plate cooled by water spray

Z. Malinowski; Agnieszka Cebo-Rudnicka; T. Telejko; B. Hadała; A. Szajding

The three-dimensional (3D) inverse solution to water spray cooling from 925 °C to room temperature of the AISI 309 steel plate has been presented. The finite element method with linear and nonlinear shape function has been employed in forward simulations of the plate temperature and in the inverse solutions. The forward finite element solvers have been first compared with the analytical solution to the plate cooling. The reduced finite element models have been compared with the reference model for plate cooling under variable in time and space heat transfer coefficient (HTC) and for the temperature-dependent thermophysical properties of steel. It has been shown that the reduced finite element model with only 216 degrees of freedom which utilizes nonlinear shape functions has given the inverse solution to the heat transfer at the cooled surface with the accuracy of 1.6%. The influence of the thermocouple location uncertainty and the temperature dependence of thermophysical properties have been tested in inverse solutions. The implementation of the reduced finite element heat conduction models and the function specification method in space and time have allowed to achieve the 3D inverse solution to the overall heat transfer at the cooled surface with the accuracy of 2%. The developed 3D inverse solution has been employed to the determination of the HTC distribution over the AISI 309 steel plate cooled by the water spray nozzle. The thermal characteristic of the full cone swirl spray nozzle has been developed.


Key Engineering Materials | 2012

Implementation of the Axially Symmetrical and Three Dimensional Finite Element Models to the Determination of the Heat Transfer Coefficient Distribution on the Hot Plate Surface Cooled by the Water Spray Nozzle

Z. Malinowski; T. Telejko; B. Hadała; Agnieszka Cebo-Rudnicka

Plate and strip hot rolling lines are equipped with water cooling systems used to control the deformed material temperature. This system has a great importance in the case of thermal - mechanical deformation of steel which is focused on formation a proper microstructure and mechanical properties. The desired rate of cooling is achieved by water spray or laminar cooling applied to the hot surface of a strip. The water flow rate and pressure can be changed in a wide range and it will result in a very different heat transfer from the cooled material to the cooling water. The suitable cooling rate and the deformed material temperature can be determined based on numerical simulations. In this case thermal boundary conditions have to be specified on the cooled surface. The determination of the heat transfer coefficient distribution in the area of the water spray nozzle would improve numerical simulations significantly. In the paper an attempt is made to determine the heat transfer coefficient distribution on the hot plate surface cooled by the water spray nozzle. In the inverse method direct axially symmetrical and three dimensional solutions to the plate temperature field have been implemented. The computation time and the achieved accuracy have been compared for five cases. The studied cases differed in the maximum value of the heat transfer coefficient in nozzle spray axis and its distribution in the cooling time.


Journal of Physics: Conference Series | 2016

Heat transfer coefficient distribution over the inconel plate cooled from high temperature by the array of water jets

Z. Malinowski; T. Telejko; Agnieszka Cebo-Rudnicka; A. Szajding; M. Rywotycki; B. Hadała

The industrial rolling mills are equipped with systems for controlled water cooling of hot steel products. A cooling rate affects the final mechanical properties of steel which are strongly dependent on microstructure evolution processes. In case of water jets cooling the heat transfer boundary condition can be defined by the heat transfer coefficient. In the present study one and three dimensional heat conduction models have been employed in the inverse solution to heat transfer coefficient. The inconel plate has been heated to about 900oC and then cooled by one, two and six water jets. The plate temperature has been measured by 30 thermocouples. The heat transfer coefficient distributions at plate surface have been determined in time of cooling.


International Journal of Heat and Mass Transfer | 2014

Dedicated three dimensional numerical models for the inverse determination of the heat flux and heat transfer coefficient distributions over the metal plate surface cooled by water

Z. Malinowski; T. Telejko; B. Hadała; Agnieszka Cebo-Rudnicka; A. Szajding


Archives of Metallurgy and Materials | 2012

Influence of Heat Transfer Boundary Conditions on the Temperature Field of the Continuous Casting Ingot

Z. Malinowski; T. Telejko; B. Hadała


Archives of Metallurgy and Materials | 2011

The Influence of Thermal Stresses and Strand Bending on Surface Defects Formation in Continuously Cast Strands

B. Hadała; A. Cebo-Rudnicka; Z. Malinowski; A. Gołdasz


Archives of Metallurgy and Materials | 2009

Study of heat balance in the rolling process of bars

A. Gołdasz; Z. Malinowski; B. Hadała


International Journal of Thermal Sciences | 2013

Implementation of the heat balance in the finite element solution to the temperature field of the plastically deformed material

B. Hadała


International Journal of Heat and Mass Transfer | 2017

Solution strategy for the inverse determination of the specially varying heat transfer coefficient

B. Hadała; Z. Malinowski; A. Szajding


Archives of Metallurgy and Materials | 2016

Analysis of the Slab Temperature, Thermal Stresses and Fractures Computed with the Implementation of Local and Average Boundary Conditions in the Secondary Cooling Zones

B. Hadała; Z. Malinowski; T. Telejko

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Z. Malinowski

AGH University of Science and Technology

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T. Telejko

AGH University of Science and Technology

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A. Szajding

AGH University of Science and Technology

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A. Gołdasz

AGH University of Science and Technology

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Agnieszka Cebo-Rudnicka

AGH University of Science and Technology

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M. Rywotycki

AGH University of Science and Technology

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K. Miłkowska-Piszczek

AGH University of Science and Technology

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Marcin Rywotycki

AGH University of Science and Technology

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