Development of an Integrated Flow Stress and Roll Force Models for Plate Rolling of Microalloyed Steel. Issue 2 (1st October 2021)

• Record Type: Journal Article
• Authors: Thakur, Suman Kant; Das, Alok Kumar; Jha, Bimal Kumar
• Is Part Of: Steel research international. Volume 93:Issue 2(2022)
• Page Start: n/a
• Page End: n/a
• Publication Date: 2021-10-01
• Subjects: constitutive equations -- deep neural network -- flow stress -- hot deformation -- roll force; Steel -- Periodicals; Steel -- Metallurgy -- Periodicals; 669.142
• DOI: 10.1002/srin.202100479
• Languages: English
• ISSNs: 1611-3683

Abstract

Abstract : The hot deformation behavior of Nb–V–Ti containing high‐strength steel is studied using compression test. Based on the data generated during hot compression tests, a deep neural network (DNN) flow stress model is developed for the experimental microalloyed steel. The predicted flow stress by the DNN model is compared with flow stress predicted by conventional strain‐compensated Arrhenius constitutive equation. Results using the DNN model are found to be superior to the constitutive equation with overall correlation coefficient ( R ) greater than 99.8%. The accuracy of the developed DNN flow stress model finds to be significantly higher even at higher strain rates. A DNN roll force model is also developed for the plate rolling of the experimental steel. The predicted flow stress from the DNN flow stress model for the given rolling condition is also used as an input to the roll force model. It is found that DNN model is able to predict the roll force accurately by >98.4% as it takes care of various nonlinear process variable which cannot be accounted mathematically. It also validates the accuracy of DNN flow stress model. Abstract : Hot deformation behavior of NbVTi containing high strength steel is studied using hot compression test and a deep neural network (DNN) flow stress model is developed. A DNN roll force model is also developed and found that it is able to predict the roll force accurately as it takes care of various nonlinear process variable which cannot be accounted mathematically.