[1] H. Gao, C. Fei, G. Bai, L. Ding, Reliability-based low-cycle fatigue damage analysis for turbine blade with thermo-structural interaction, Aerospace science and technology, 49 (2016) 289-300.
[2] A. Kolagar, N. Tabrizi, M. Cheraghzadeh, M. Shahriari, Failure analysis of gas turbine first stage blade made of nickel-based superalloy, Case studies in engineering failure analysis, 8 (2017) 61-68.
[3] R. Mishra, V. Nandi, R. Raghavendra Bhat, Failure Analysis of High-Pressure compressor blade in an aero gas turbine engine, Journal of Failure Analysis and Prevention, 18(3) (2018) 465-470.
[4] R. Mishra, J. Thomas, K. Srinivasan, V. Nandi, R.R. Bhatt, Failure analysis of an un-cooled turbine blade in an aero gas turbine engine, Engineering Failure Analysis, 79 (2017) 836-844.
[5] A. Mokaberi, R. Derakhshandeh-Haghighi, Y. Abbaszadeh, Fatigue fracture analysis of gas turbine compressor blades, Engineering Failure Analysis, 58 (2015) 1-7.
[6] T. Brendel, E. Affeldt, J. Hammer, C. Rummel, Temperature gradients in TMF specimens. Measurement and influence on TMF life, International journal of fatigue, 30(2) (2008) 234-240.
[7] N. Bychkov, V. Lukash, Y.A. Nozhnitsky, A. Perchin, A. Rekin, Investigations of thermomechanical fatigue for optimization of design and production process solutions for gas-turbine engine parts, International journal of fatigue, 30(2) (2008) 305-312.
[8] O. Mallet, H. Kaguchi, B. Ilschner, F. Meyer-Olbersleben, K. Nikbin, F. Rézaï-Aria, G. Webster, Influence of thermal boundary conditions on stress-strain distribution generated in blade-shaped samples, International journal of fatigue, 17(2) (1995) 129-134.
[9] R. Wang, K. Jiang, F. Jing, D. Hu, Thermomechanical fatigue failure investigation on a single crystal nickel superalloy turbine blade, Engineering Failure Analysis, 66 (2016) 284-295.
[10] R. Wang, F. Jing, D. Hu, In-phase thermal–mechanical fatigue investigation on hollow single crystal turbine blades, Chinese journal of aeronautics, 26(6) (2013) 1409-1414.
[11] T. Yokobori, H. Yamanouchi, S. Yamamoto, Low cycle fatigue of thin-walled hollow cylindrical specimens of mild steel in uni-axial and torsional tests at constant strain amplitude, International Journal of Fracture Mechanics, 1(1) (1965) 3-13.
[12] J. Morrow, Cyclic plastic strain energy and fatigue of metals, in: Internal friction, damping, and cyclic plasticity, ASTM International, 1965, pp. 45-87.
[13] D. Ji, M.-H. Shen, D. Wang, J. Ren, Creep-fatigue life prediction and reliability analysis of P91 steel based on applied mechanical work density, Journal of Materials Engineering and Performance, 24(1) (2015) 194-201.
[14] S. Suman, A. Kallmeyer, J. Smith, Development of a multiaxial fatigue damage parameter and life prediction methodology for non-proportional loading, Fracture and Structural Integrity, 10(38) (2016) 224-230.
[15] F. Ellyin, B. Valaire, High-strain multiaxial fatigue, (1982).
[16] Z.-R. Wu, X.-T. Hu, Y.-D. Song, Multiaxial fatigue life prediction for titanium alloy TC4 under proportional and nonproportional loading, International Journal of Fatigue, 59 (2014) 170-175.
[17] D. Kulawinski, M. Hoffmann, T. Lippmann, G. Lamprecht, A. Weidner, S. Henkel, H. Biermann, Isothermal and thermo-mechanical fatigue behavior of 16Mo3 steel coated with high-velocity oxy-fuel sprayed nickel-base alloy under uniaxial as well as biaxial-planar loading, Journal of Materials Research, 32(23) (2017) 4411-4423.
[18] J. Mei, P. Dong, A new path-dependent fatigue damage model for non-proportional multi-axial loading, International Journal of Fatigue, 90 (2016) 210-221.
[19] A. Ince, G. Glinka, Innovative computational modeling of multiaxial fatigue analysis for notched components, International Journal of Fatigue, 82 (2016) 134-145.
[20] N.R. Gates, A. Fatemi, On the consideration of normal and shear stress interaction in multiaxial fatigue damage analysis, International Journal of Fatigue, 100 (2017) 322-336.
[21] F. Öztürk, J. Correia, C. Rebelo, A. De Jesus, L.S. Da Silva, Fatigue assessment of steel half-pipes bolted connections using local approaches, Procedia Structural Integrity, 1 (2016) 118-125.
[22] X.-F. Zhao, D.-G. Shang, Y.-J. Sun, M.-L. Song, X.-W. Wang, Multiaxial fatigue life prediction based on short crack propagation model with equivalent strain parameter, Journal of Materials Engineering and Performance, 27(1) (2018) 324-332.
[23] Z.-Y. Yu, S.-P. Zhu, Q. Liu, Y. Liu, A new energy-critical plane damage parameter for multiaxial fatigue life prediction of turbine blades, Materials, 10(5) (2017) 513.
[24] Y. Wang, L. Susmel, The Mo difie d Man so n-Co ffin Curve Me tho d to es tim ate fatigue life tim e un de r co m ple x co ns tan t an d variable am plitude m ultiaxial fatigue lo adin g.
[25] R.-Z. Wang, J. Wang, J.-G. Gong, X.-C. Zhang, S.-T. Tu, C.-C. Zhang, Creep-fatigue behaviors and life assessments in two nickel-based superalloys, Journal of Pressure Vessel Technology, 140(3) (2018) 031405.
[26] L. Chen, Y. Liu, L. Xie, Power-exponent function model for low-cycle fatigue life prediction and its applications–Part II: Life prediction of turbine blades under creep–fatigue interaction, International journal of fatigue, 29(1) (2007) 10-19.
[27] A. Koster, A. Alam, L. Rémy, A physical-base model for life prediction of single crystal turbine blades under creep-fatigue loading and thermal transient conditions, in: European structural integrity society, Elsevier, 2002, pp. 203-212.
[28] R. Wang, B. Zhang, D. Hu, K. Jiang, J. Mao, F. Jing, A critical-plane-based thermomechanical fatigue lifetime prediction model and its application in nickel-based single-crystal turbine blades, Materials at High Temperatures, 36(4) (2019) 325-334.
[29] C.T. Ng, L. Susmel, Quantitative review of critical plane criteria and stress analysis approaches for multiaxial fatigue of welded joints, Fatigue & Fracture of Engineering Materials & Structures, 48(4) (2025) 1393-1428.
[30] J. Joy, A. Talapatra, Y. Yamamoto, M. Detrois, P.D. Jablonski, N.A. Mara, L. Capolungo, M.-T. Hoang, Prediction of Creep Rupture Time with a New Larson Miller Approach, Available at SSRN 4823390.
[31] D. Sun, Z. Wan, Experimental study and creep-fatigue life prediction of turbine blade material DZ125 considering the nonholding effect and coupling effect of stress and high temperature, Journal of Pressure Vessel Technology, 146(3) (2024) 031702.
[32] J. Huo, D. Sun, H. Wu, W. Wang, Multi-axis low-cycle creep/fatigue life prediction of high-pressure turbine blades based on a new critical plane damage parameter, Engineering failure analysis, 106 (2019) 104159.
[33] J. Tavernelli, L. Coffin, Experimental support for generalized equation predicting low cycle fatigue, Journal of Basic Engineering, 84(4) (1962) 533-537.
[34] S. Manson, G.R. Halford, Practical implementation of the double linear damage rule and damage curve approach for treating cumulative fatigue damage, International journal of fracture, 17(2) (1981) 169-192.
[35] A. Loghman, M. Moradi, Creep damage and life assessment of thick-walled spherical reactor using Larson–Miller parameter, International Journal of Pressure Vessels and Piping, 151 (2017) 11-19.
[36] R. Wang, J. Wei, D. Hu, X. Shen, J. Fan, Investigation on experimental load spectrum for high and low cycle combined fatigue test, Propulsion and Power Research, 2(4) (2013) 235-242.
[37] R. Lagneborg, R. Attermo, The effect of combined low-cycle fatigue and creep on the life of austenitic stainless steels, Metallurgical Transactions, 2(7) (1971) 1821-1827.
[38] M.H. Sadd, Elasticity: theory, applications, and numerics, Academic Press, 2009.
[39] Z. Zhang, W. Wang, R. Jiang, C. Kim, W. Tian, Y. Xiong, X. Zhang, Z. Mao, M.-G. Lee, Tensile behavior of single-crystal superalloy with different structured cooling holes, International Journal of Mechanical Sciences, 229 (2022) 107514.
[40] E. Kianpour, N.A.C. Sidik, M.A.S.M. Bozorg, Thermodynamic analysis of flow field at the end of combustor simulator, International Journal of Heat and Mass Transfer, 61 (2013) 389-396.
[41] S.A. Orszag, Renormalization-group analysis of turbulence, Physical review letters, 57(14) (1986) 1722-1724.
[42] T.-H. Shih, W.W. Liou, A. Shabbir, Z. Yang, J. Zhu, A new k-ϵ eddy viscosity model for high reynolds number turbulent flows, Computers & fluids, 24(3) (1995) 227-238.
[43] T.-E.E.-V.T. Models, for Engineering Applications, FR Menter, AIAA Journal, 32(8) (1994) 1598-1605.
[44] B. Facchini, A. Magi, A. Scotti Del Greco, Conjugate heat transfer simulation of a radially cooled gas turbine vane, in: Turbo Expo: Power for Land, Sea, and Air, 2004, pp. 951-961.
[45] W.D. York, A robust conjugate heat transfer methodology with novel turbulence modeling applied to internally-cooled gas turbine airfoils, Clemson University, 2006.
[46] K. Gkaragkounis, E. Papoutsis-Kiachagias, K. Giannakoglou, The continuous adjoint method for shape optimization in Conjugate Heat Transfer problems with turbulent incompressible flows, Applied Thermal Engineering, 140 (2018) 351-362.
[47] L. Hylton, M. Mihelc, E. Turner, D. Nealy, R. York, Analytical and experimental evaluation of the heat transfer distribution over the surfaces of turbine vanes, 1983.
[48] C. Shi, Z. Zhong, D. Feng, China superalloys handbook, in, China Zhijian Publishing House and Standard Press of China, Beijing, 2012.
[49] A. Kostyuk, V. Frolov, Steam and gas turbines, Mir Pub., 1988.
[50] X. Yan, K. Zhang, Y. Deng, R. Sun, L. Lin, X. Zhang, The effects of DS blade׳ s geometry features on material׳ s creep strength, Propulsion and Power Research, 3(3) (2014) 143-150.