1. L. Kuang, et al. 2024, Atomically dispersed high-loading Pt-Fe/C metal-atom foam catalyst for oxygen reduction in fuel cells, J. Alloys Compd. IF: 6.2
2. Jun-Jing He*, Rolf Sandström*, et al. 2023, Evaluating creep rupture life in austenitic and martensitic steels with soft-constrained machine learning, JMR&T. IF: 6.4
3. Jun-Jing He*, Rolf Sandström*, et al. 2023, Application of soft constrained machine learning algorithms for creep rupture prediction of an austenitic heat resistant steel Sanicro 25, JMR&T. IF: 6.4
4. Jun-Jing He*, Rolf Sandström*, et al., 2023, The role of strength distributions for premature creep failure, JMR&T. IF: 6.4
5. Jun-Jing He*, Rolf Sandström*, 2022, Creep Rupture Prediction Using Constrained Neural Networks with Error Estimates, Mater High Temp.
6. Junjing He*, Rolf Sandström, 2019, Application of Fundamental Models for Creep Rupture Prediction of Sanicro 25 (23Cr25NiWCoCu), Crystals.
7. Junjing He*, Rolf Sandström, 2017, Basic modelling of creep rupture in austenitic stainless steels, TAFM. IF: 5.3
8. Junjing He*, Rolf Sandström, et al., 2017, Low cycle fatigue properties of a nickel based superalloy Haynes 282 for heavy components, JMEP.
9. Junjing He*, Rolf Sandström, 2016, Creep cavity growth models for austenitic stainless steels, MSEA. IF: 6.4
10. Junjing He*, Rolf Sandström, 2016, Formation of creep cavities in austenitic stainless steels. J Mater Sci. IF: 4.5
11. Junjing He*, Rolf Sandström, 2015, Modelling grain boundary sliding during creep of austenitic stainless steels. J Mater Sci. IF: 4.5
12. Rolf Sandström, Jun-Jing He*, 2022, Error estimates in extrapolation of creep rupture data and its application to an austenitic stainless steel, Materials at High Temperatures.
13. Rolf Sandström*, Jun-Jing He, 2022, Prediction of creep ductility for austenitic stainless steels and copper, Materials at High Temperatures.
14. Rolf Sandström*, Junjing He, 2021, Error Estimates in Extrapolation of Creep Rupture Data: Applied to an Austenitic Stainless Steel, ASME PVP2021, Virtual, Online, 2021.
15. Jing Zhang, Pavel A. Korzhavyi, Junjing He, 2021, First-principles modeling of solute effects on thermal properties of nickel alloys, Materials Today Communications.
16. Jing Zhang, Pavel A. Korzhavyi, Junjing He, 2020, Investigation on elastic and thermodynamic properties of Fe25Cr20NiMnNb austenitic stainless steel at high temperatures from first principles, Computational Materials Science.
17. Rolf Sandström*, Junjing He, 2017, Survey of creep cavitation in fcc metals, Study of Grain Boundary Character. InTech.
18. Junjing He*, Rolf Sandström, Stojan Vujic, 2016, Creep, low cycle fatigue and creep-fatigue properties of a modified HR3C. Procedia Structural Integrity 2, pp. 871-878.
19. Junjing He*, Rolf Sandström, 2016, Brittle rupture of austenitic stainless steels due to creep cavitation. Procedia Structural Integrity.
20. Junjing He*, Rolf Sandström, 2015, Growth of Creep Cavities in Austenitic Stainless Steels. 8th European Stainless Steel & Duplex Stainless Steel Conference, Graz.
International Conferences Contributions
1. 2023, 11th China-Japan Bilateral Symposium on High Temperature Strength of Materials, China
2. 2022, 14th National High-Temperature Materials, China.
3. 2022, 8th China Structural Materials, China
4. 2021, Creep2021, Digital, FAU, Germany.
5. 2021, Pressure Vessels & Piping PVP 2021, The American Society of Mechanical Engineers, Online. US.
6. 2019, 3r Forum of Materials Genome Engineering, China.
7. 2016, 21st European Conference on Fracture (ECF21), Italy.
8. 2015, Creep 2015, France.
9. 2015, 8th European Stainless Steel & Duplex Stainless Steel, Austria.
Patents
1. Jun-Jing He*, et al. 2022, A method of predicting premature creep failure of high temperature alloys based on strength distribuiton.
2. Jun-Jing He*, et al. 2022, A method of predicting the creep properties of structural metallic materials based on hard constrained Neural Networks.
3. Jun-Jing He*, et al. 2022, A method of predicting the creep performance of high temperature alloys based on soft constrained Neural Networks.