Dataset concerning the analytical approximation of the Ae3 temperature
In this paper we present a new polynomial function for calculating the local phase transformation temperature (Ae3) between the austenite+ferrite and the fully austenitic phase fields during heating and cooling of steel:Ae3(°C)=c0+∑X,kcXkXk+∑X,Y,k,mcXkYmXkYm+∑X,Y,Z,k,m,ncXkYmZnXkYmZn The dataset inc...
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| Published in | Data in brief Vol. 10; no. C; pp. 330 - 334 |
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| Main Authors | , , , , |
| Format | Journal Article |
| Language | English |
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01.02.2017
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| Abstract | In this paper we present a new polynomial function for calculating the local phase transformation temperature (Ae3) between the austenite+ferrite and the fully austenitic phase fields during heating and cooling of steel:Ae3(°C)=c0+∑X,kcXkXk+∑X,Y,k,mcXkYmXkYm+∑X,Y,Z,k,m,ncXkYmZnXkYmZn
The dataset includes the terms of the function and the values for the polynomial coefficients for major alloying elements in steel. A short description of the approximation method used to derive and validate the coefficients has also been included. For discussion and application of this model, please refer to the full length article entitled “The role of aluminium in chemical and phase segregation in a TRIP-assisted dual phase steel” 10.1016/j.actamat.2016.05.046 (Ennis et al., 2016) [1]. |
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| AbstractList | In this paper we present a new polynomial function for calculating the local phase transformation temperature (Ae3) between the austenite+ferrite and the fully austenitic phase fields during heating and cooling of steel: Ae3(°C)=c0+∑X,kcXkXk+∑X,Y,k,mcXkYmXkYm+∑X,Y,Z,k,m,ncXkYmZnXkYmZn The dataset includes the terms of the function and the values for the polynomial coefficients for major alloying elements in steel. A short description of the approximation method used to derive and validate the coefficients has also been included. For discussion and application of this model, please refer to the full length article entitled “The role of aluminium in chemical and phase segregation in a TRIP-assisted dual phase steel” 10.1016/j.actamat.2016.05.046 (Ennis et al., 2016) [1]. In this paper we present a new polynomial function for calculating the local phase transformation temperature (Ae3) between the austenite+ferrite and the fully austenitic phase fields during heating and cooling of steel:Ae3(°C)=c0+∑X,kcXkXk+∑X,Y,k,mcXkYmXkYm+∑X,Y,Z,k,m,ncXkYmZnXkYmZn The dataset includes the terms of the function and the values for the polynomial coefficients for major alloying elements in steel. A short description of the approximation method used to derive and validate the coefficients has also been included. For discussion and application of this model, please refer to the full length article entitled “The role of aluminium in chemical and phase segregation in a TRIP-assisted dual phase steel” 10.1016/j.actamat.2016.05.046 (Ennis et al., 2016) [1]. In this paper we present a new polynomial function for calculating the local phase transformation temperature ( Ae 3 ) between the austenite+ferrite and the fully austenitic phase fields during heating and cooling of steel: A e 3 ( ° C ) = c 0 + ∑ X , k c X k X k + ∑ X , Y , k , m c X k Y m X k Y m + ∑ X , Y , Z , k , m , n c X k Y m Z n X k Y m Z n The dataset includes the terms of the function and the values for the polynomial coefficients for major alloying elements in steel. A short description of the approximation method used to derive and validate the coefficients has also been included. For discussion and application of this model, please refer to the full length article entitled “The role of aluminium in chemical and phase segregation in a TRIP-assisted dual phase steel” 10.1016/j.actamat.2016.05.046 (Ennis et al., 2016) [1]. |
| Author | Ennis, B.L. Mostert, R. Santillana, B. Lee, P.D. Jimenez-Melero, E. |
| AuthorAffiliation | a Tata Steel Research and Development, 1970 CA IJmuiden, The Netherlands b The School of Materials, University of Manchester, Oxford Road, M13 9PL Manchester, UK d Manchester X-Ray Imaging Facility, Research Complex at Harwell, RAL, OX11 0FA Didcot, UK c Dalton Cumbrian Facility, Westlakes Science and Technology Park, CA24 3HA Moor Row, UK |
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| Keywords | Steel Approximation method Ae3 Phase transformation temperature |
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| References | Ennis, Jimenez-Melero, Mostert, Santillana, Lee (bib1) 2016; 115 Andrews (bib2) 1965; 203 Davies, Dinsdale, Gisby (bib3) 2002; 26 Davies (10.1016/j.dib.2016.11.073_bib3) 2002; 26 Andrews (10.1016/j.dib.2016.11.073_bib2) 1965; 203 Ennis (10.1016/j.dib.2016.11.073_bib1) 2016; 115 |
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| SubjectTerms | Ae3 Approximation method Data Phase transformation temperature Steel |
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| Title | Dataset concerning the analytical approximation of the Ae3 temperature |
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