Estimation of Martensite Start Temperature

The knowledge of the martensite start temperature (Ms) is very important for the targeted heat treatment of steels.
Therefore, many models have been developed to predict Ms without having to perform time-consuming experiments.

On this page, some of the models for estimating Ms are summarized and used to calculate Ms on basis of the chemical composition of the steel. In addition to the models from literature, a new model ("Ingber") is used for estimation of Ms. This model has been developed for high-carbon steels whose Ms are in the range from 0 to 50°C. However, it is also suitable for low and medium carbon low alloy steels and most medium manganese steels.

An overview of the equations used for the calculation is compiled in a pdf file that can be downloaded here: Predicting the Ms - Overview of Equations.pdf

Input

Please indicate the composition of the steel in percent by weight and hit the calculate button.

content in wt.-%
µm
Grain size is only considered in the Lee & Park model.
click to calculate

Output

Calculated martensite start temperatures (in °C) using the models named below. Brief information on each model is displayed on hover the name of the model.

Model for estimation ref. calc. Ms (°C)
Ingber steel research int. 2100576 (2021)
https://doi.org/10.1002/srin.202100576
Payson & Savage Trans. Am. Soc. Met. 33 (1944) 261-280
Kung & Rayment (mod. P&S) Metall. Trans. A13 (1982) 328-331
Rowland & Lyle Trans. Am. Soc. Met. 37 (1946) 27-47
Kung & Rayment (mod. R&L) Metall. Trans. A13 (1982) 328-331
Grange & Stewart Trans. AIME 167 (1946) 467-490
Kung & Rayment (mod. G&S) Metall. Trans. A13 (1982) 328-331
Nehrenberg Trans. AIME 167 (1946) 494-498
Kung & Rayment (mod. Nehr.) Metall. Trans. A13 (1982) 328-331
Steven & Haynes J. Iron Steel Inst. 183 (1956) 349
Kung & Rayment (mod. St&H) Metall. Trans. A13 (1982) 328-331
Andrews (linear) J. Iron Steel Inst. 203 (1965) 721
Kung & Rayment (mod. A-lin) Metall. Trans. A13 (1982) 328-331
Andrews (non-linear) J. Iron Steel Inst. 203 (1965) 721
Kung & Rayment (mod. A-nl) Metall. Trans. A13 (1982) 328-331
Tamura Nikkan Kogyo Shinbun Ltd. 40 (1970)
Ishida J. Alloys Compd. 220 (1995) 126-131
Sverdlin & Ness Chapter 4 in: Steel Heat Treatment Handbook.
G. E. Totten, 1997, 166-211
Wang (linear) Mater. Trans., JIM 41 (2000) 761-768
Wang (non-linear) Mater. Trans., JIM 41 (2000) 761-768
Kunitake J. Jap. Soc. for Heat Treatment 41 (2001) 164-169
van Bohemen Mater. Sci. Technol. 28 (2012) 487-495
Trzaska Arch. Metall. Mater. 61 (2016) 981-986
Gramlich Results in Materials 8 (2020) 100147
Capdevila ISIJ International 42 (2002) 894-902
Mahieu Metall. Mater. Trans. A33 (2002) 2573-2580
Lee & Park Metall. Mater. Trans. A44 (2013) 3423-3427
Mikuła & Wojnar Application of anlytical methods in determining weldability of steels, Edt. Fotobit, Kraków, 1996
Kaar Scr. Mat. 200 (2021) 113923
Liu J. Mater. Process. Technol. 113 (2001) 556-562
Eichelmann & Hull Metall. Mater. Trans. A45 (1953) 77
Steim PhD Thesis, 1970, Universität Karlsruhe
Pickering Physical Metallurgy and the Design of Steels, Applied Science Publishers, London, 1978
Kulmburg BHM 124 (1979) 400
Dai Mater. Charact. 52 (2004) 349-354
Monma Tekko-zairyo-gaku, Chapter 'Martensite', 1972
Eldis Proc. of the Symp. on the Hardenability Concepts with Application to Steel, 1977

Remark

Please note that this collection is not complete.
It represents the equations known to us. If you know of other equations, we will be pleased to add them to this collection.

The calculation and further information are also available at GitHub.

We would also like to point out that there are other approaches to calculate Ms values: