On High Temperature Materials: Robust LCSP as Solved for AISI 310S Alloy, and Cumulative LFR as Applied to Radiant Heater Tubes
Abstract
Logistic Creep Strain Prediction (LCSP) is applied to predict creep curves, creep rate curves, and Larson-miller parameter (LMP) master curve. Life Fraction Rule (LFR) is used to obtain and remnant life of industrial pressure vessel tubes. Creep curves are plotted for test temperature of 650°C under applied load 100-200MPa. It matches well with the predictions of MHG equation, Ɵ projection, MG equation and Wilshire equation. As LCSP and LFR involve simple iterations; Microsoft Office EXCEL, WPS Spreadsheet, and Internet online fxsolver, is sufficient. Cumulative LFR is applied to obtain maximum internal hoop stress for various 1.3y periods. Predictions match with that of solid works (Dassault Systems), Pro/Engineer, Autodesk and ANSYS software. Trend of creep and creep rate curves and LMP master curves is as same as that shown by experimental curves and chart plotted for 700, 750 and 800ºC.
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A.Kanniraj (2013), “On high-temperature materials: a case on creep and oxidation of a fully austenitic heat-resistant super alloy stainless steel sheet”,Hindawi: Journal of Materials,, ID:124649, 6pages, dx.doi.org/10.1155/2013/124649
P.Panfilov, G.Kodzhaspirov(2017), “Creep and fracture of engineering materials and structures”,proceedings of the 14th international conference, Polytechnical Publishing House, Saint Petersburg, Russia.
S.Holmstrom (2010), “Engineering tools for robust creep modeling”, ScD Dissertation, Aalto University, Finland,
M.Evans (1997), “Some interpolative properties of the Monkman-Grant empirical relation in steel tubes”, International Journal of Pressure Vessels and Piping,Volume 72, pp. 177−191.
M.Evans, Obtaining confidence limits for safe creep life in the presence of multi-batch hierarchical databases: an application to 18Cr–12Ni–Mo steel, Applied Mathematical Modelling, Volume 35, pp.2838–2854.
B.Wilshire, M.B.Bache (2009), “Cost effective prediction of creep design data for power plant steel”, Proceedings of the ECCC Creep Conference: Creep and Fracture in High Temperature Components - Design and Life Assessment Issues, Zurich, Switzerland, pp.21−23.
S.Holmstrom, P.Auerkari, and S.Holdsworth (2006), “An effective
parametric strain model for creep”, Proceedings of the 8th Liege Conference: Materials for Advanced Power Engineering, Julich, Germany, pp.1309−1318.
K.Naumenko (2006), Modeling of high-temperature creep for structural analysis applications, PhD Thesis, University of Halle, Wittenberg, Ukraine,
J.F.Wen, S.T.Tu,F.Z.Xuan, X.W.Zhang, and X.L.Gao (2016), “Effects of stress level and stress state on creep ductility: evaluation of different models”, Journal of Materials Science & Technology,Volume 32, pp.695−704.
C.Stewart, A hybrid constitutive model for creep, fatigue, and creep-fatigue damage;, PhD Thesis, 2013, University of Central Florida, USA
D.Liu,H.Li, Y.Liu (2015), “Numerical simulation of creep damage and life prediction of superalloy turbine blade, Mathematical Problems in Engineering”,Hindawi Journal,Article ID 732502, 10 pages, dx.doi.org/10.1155/2015/732502
A.K. Ray, Y. N. Tiwari, S. Chaudhuri, V.R. Ranganath, S. Sivaprasad, P.K. Roy, G. Das, S.G.Chowdhury, P. Kumar, R.N.Ghosh (2002), Remaining life assessment of service exposed reheater and superheater tubes in a boiler of a thermal power plant, High Temperature Materials and Processes, Volume 21, pp.109−121.:
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