Creep Life Assessment of a Super-Heater Tube
محورهای موضوعی : Engineering
1 - Department of Mechanical Engineering, The Holy Spirit University of Kaslik (USEK), Jounieh, Lebanon
کلید واژه: Creep life assessment, 2.25Cr -1Mo, Monkman-Grant, Remnant life, Creep deformation mechanism,
چکیده مقاله :
Characteristics of creep deformation for 2.25Cr -1Mo were studied using the Monkman–Grant relation. A series of creep tests were conducted on 2.25Cr -1Mo at low-stress levels and at different temperatures ranging from 655 0Cto 6850C . The analysis of creep data indicates that 2.25Cr -1Mo is practically supported by Monkman-Grant relationship. Yet, this paper highlights the foremost difficulties associated with the parametric fitting techniques. The damage tolerance factor has been estimated to demonstrate its reliance on the loading conditions and to categorize the material strain concentration. It has been shown that at 55MPaand T=6850C , the tertiary creep stage is not well characterized. Also, this paper identifies a need to provide a serious consideration for an appropriate creep strength factor that would be applied to pressure vessels and to improve the criteria related to design against creep and the prevention of failure.
[1] Jelwan J., Chowdhury M., Pearce G., 2013, Design for creep: a critical examination of some methods, Engineering Failure Analysis 27: 350-372.
[2] Jelwan J., Chowdhury M., Pearce G., 2011, Creep life design criterion and its applications to pressure vessel codes, Materials Physics and Mechanics 11: 157-182.
[3] Zarrabi K., Jelwan J., 2010, A mesoscopic damage model for predicting the plastic-creep life of welded joints subjected to quasi-static loading, Proceedings of ASME IMECE, ASME 2010 International Mechanical Engineering Congress & Exposition, Vancouver, British Columbia, Canada.
[4] Koul A.K., Castillo R., Willett K., 1984, Creep life predictions in nickel-based superalloys, Materials Science and Engineering 66(2): 213-226.
[5] Dyson B., 2000, Use of CDM in materials modeling and component creep life prediction, Journal of Pressure Vessel Technology 122(3): 281-296.
[6] Zhao J., Li D.-M., Fang Y.-Y., 2010, Application of manson-haferd and larson-miller methods in creep rupture property evaluation of heat-resistant steels, Journal of Pressure Vessel Technology 132(6): 064502.
[7] José F., Sobrinhoand dos R., Levi de O.B., 2005, Correlation between creep and hot tensile behaviour for2.25Cr-1Mo steel from 5000C to 7000C, An Assessment According to Different Parameterization Methodologies, Revista Matérial 10(3): 463-471.
[8] Manson S.S., Haferd A.M., 1953, A linear time-temperature relation for extrapolation of creep and stress-rupture data, NASA-TN-2890.
[9] Dorn J.E., 1955, Some fundamental experiments on high temperature creep, Journal of the Mechanics and Physics of Solids 3(2): 85-88.
[10] Wilshire B., Evans R.W., 1994, Acquisition and analysis of creep data, The Journal of Strain Analysis for Engineering Design 29(3): 159-165.
[11] English R.E., 1991, 9th Symposium on Space Nuclear Power Systems, Albuqerque.
[12] Brozzo P., 1963, A method for the extrapolation of creep and stress‐rupture data of complex alloys, Proceedings of the Institution of Mechanical Engineers 178(31): 77-85.
[13] Woo G.K., Nam S.Y., Woo S. R., 2005, Application and standard error analysis of the parametric methods for predicting the creep life of type 316LN SS, Key Engineering Materials 297-300: 2272-2277.
[14] Larke E.C., Inglis N.P., 1963, A critical examination of some methods of analysing and extrapolating stress‐rupture data, Proceedings of the Institution of Mechanical Engineers 178(31): 33-47.
[15] Seruga D., Nagode M., 2011, Unification of the most commonly used time-temperature creep parameters, Materials Science and Engineering: A 528(6): 2804-2811.
[16] Monkman F.C. , Grant N.J. , 1956, Lifetime prediction under constant load creep conditions for a cast ni-base superalloy, Proceedings ASTM 56: 593.
[17] ASTM E8 / E8M-13, 2013, Standard Test Methods for Tension Testing of Metallic Materials, ASTM International, West Conshohocken.
[18] Maruyama K., Sawada K., Koike J., Sato H., Yagi K., 1997, Examination of deformation mechanism maps in 2.25Cr—1Mo steel by creep tests at strain rates of 10−11 to 10−6 s−1, Materials Science and Engineering: A 224(1–2): 166-172.
[19] Parker J.D., Parsons A.W.J., 1995, High temperature deformation and fracture processes in 214Cr1Mo-12Cr12Mo14V weldments, International Journal of Pressure Vessels and Piping 63(1): 45-54.
[20] Ray A.K., Tiwari Y.N., Roy P.K., Chaudhuri S., Bose S.C., Ghosh R.N., Whittenberger J.D., 2007, Creep rupture analysis and remaining life assessment of 2.25Cr–1Mo steel tubes from a thermal power plant, Materials Science and Engineering: A 454–455: 679-684.
[21] Bueno Levi de O., Vitor Luiz S., Marino L., 2005, Constant load creep data in air and vacuum on 2.25Cr-1Mo steel from 600 °C to 700 °C, Materials Research 8(4): 401-408.
[22] Choudhary B.K., Isaac Samuel E., 2011, Creep behaviour of modified 9Cr–1Mo ferritic steel, Journal of Nuclear Materials 412(1): 82-89.
[23] ASME Boiler and Pressure Vessel Code, Section VIII, Division 1 and Section III, Division 1, Subsection NH, Class I Components in Elevated Temperatures Service, 2001.
[24] Jelwan J. 2017, Prediction of creep rupture in 2.25Cr–1Mo notched bars, Journal of Applied Mechanics and Technical Physics 58(1): 129-138.
[25] Dimmler G., Weinert P., Cerjak H., 2008, Extrapolation of short-term creep rupture data--The potential risk of over-estimation, International Journal of Pressure Vessels and Piping 85(1-2): 55-62.
[26] Evans M., 1999, Further analysis of the Monkman-Grant relationship for 2.25Cr-1Mo steel using creep data from the national research institute for metals, Advances in Physical Metallurgy 15(1): 91-100.
[27] Nickel H., Ennis P.J., Quadakkers W.J., 2001, The creep rupture properties of 9% chromium steels and the influence of oxidation on strength, Mineral Processing and Extractive Metallurgy Review: An International Journal 22(1): 181 - 195.