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Online since: July 2011
Authors: Wei Ping Chen, Yu Deng, Jie Luo, Yong Cheng Chen, Zhe Liu
Effect of Yttrium and Magnesium Segregation on Microstructure and Mechanical Properties of Heavy Section Ductile Iron Castings
Weiping Chen1,a, Zhe Liu1, b, Yu Deng1, Jie Luo1, and Yongcheng Chen2,c
1 State Engineering Research Center for Metallic Materials Net-shape Processing,School of Mechanical and Automotive Engineering,South China University of Technology, Guangzhou 510640,China
2 Zhongtian Chuangzhan Magnesium Iron Co., Ltd., Foshan,528313,China
amewpchen@scut.edu.cn, bliuzhe2012@hotmail.com, csdzhongtian@126.com
Key words: Heavy section ductile iron, Chunky graphite, Mechanical properties
Abstract: Ductile iron specimen with dimensions of Φ590mm×800mm were prepared by treating the melt with an yttrium-containing nodulizer.
Experimental Material and Procedure Table 1 shows the raw materials and their chemical compositions.
Table 1 Raw materials and their chemical compositions for the ductile iron casting Φ590mm×800mm Raw materials Major component content[wt.% ] C Si Mn S P Mg Ca Ba Al Y Cu Fe Pig iron 4.02 0.24 0.04 0.02 0.019 ____ ____ ____ ____ ____ ____ Bal.
References [1] Wang Liping, Guo Erjun, Chen Hongbin: Journal of rare earths Vol. 24 (2006), p. 103 - 107 [2]Buhr R.K.: AFS Transactions Vol. 76 (1968), p. 497-503 [3]Hartung Cathrine, Knustad Oddvar, Wardenaer Kjell: Indian Foundry Journal Vol. 55 (2009), p. 25-28 [4] Zhou J.Y., Engler S.: Foundry No. 11 (1997), p. 10-17 (In Chinese) [5]Zhou J.Y., Chmitz W., Engler S.: AFS Transactions Vol. 98 (1990), p. 783-786 [6]Zhang Z., Flower H.M., Niu Y.Y.: Materials Science and Technology Vol. 5 (1989), No. 7, p. 657-664 [7]Itofuji H., Uchikawa H.: Transactions of the American Foundry men's Society Vol. 98 (1990), p. 429-448 [8]Liu P.C.: Transactions of AFS Vol. 89 (1981), p. 65-78 [9]Niu Ying-yi: The Foundry-man No. 8 (1988), p. 389-390 [10]Zhang Z., Flower H.M., Niu Y.Y.: Materials Science and Technology Vol. 5 (1989), No. 7, p. 657-664 [11]Itofuji H., Uchikawa H.: Transactions of the American Foundry men's Society Vol. 98 (1990), p. 429-448 [12]Itofuji H., Masutani A.: International
Journal of Cast Metals Research Vol. 14 (2001), No. 1, p. 1-14 [13]Qinxin Ren, Ming You, Junbang Yao: Key Engineering Materials Vol. 457 (2011), p. 73-78 [14]Keming Fang, Guocheng Wang: Modern Cast Iron Vol. 28 (2008), No. 3, p. 97-99 (In Chinese)
Experimental Material and Procedure Table 1 shows the raw materials and their chemical compositions.
Table 1 Raw materials and their chemical compositions for the ductile iron casting Φ590mm×800mm Raw materials Major component content[wt.% ] C Si Mn S P Mg Ca Ba Al Y Cu Fe Pig iron 4.02 0.24 0.04 0.02 0.019 ____ ____ ____ ____ ____ ____ Bal.
References [1] Wang Liping, Guo Erjun, Chen Hongbin: Journal of rare earths Vol. 24 (2006), p. 103 - 107 [2]Buhr R.K.: AFS Transactions Vol. 76 (1968), p. 497-503 [3]Hartung Cathrine, Knustad Oddvar, Wardenaer Kjell: Indian Foundry Journal Vol. 55 (2009), p. 25-28 [4] Zhou J.Y., Engler S.: Foundry No. 11 (1997), p. 10-17 (In Chinese) [5]Zhou J.Y., Chmitz W., Engler S.: AFS Transactions Vol. 98 (1990), p. 783-786 [6]Zhang Z., Flower H.M., Niu Y.Y.: Materials Science and Technology Vol. 5 (1989), No. 7, p. 657-664 [7]Itofuji H., Uchikawa H.: Transactions of the American Foundry men's Society Vol. 98 (1990), p. 429-448 [8]Liu P.C.: Transactions of AFS Vol. 89 (1981), p. 65-78 [9]Niu Ying-yi: The Foundry-man No. 8 (1988), p. 389-390 [10]Zhang Z., Flower H.M., Niu Y.Y.: Materials Science and Technology Vol. 5 (1989), No. 7, p. 657-664 [11]Itofuji H., Uchikawa H.: Transactions of the American Foundry men's Society Vol. 98 (1990), p. 429-448 [12]Itofuji H., Masutani A.: International
Journal of Cast Metals Research Vol. 14 (2001), No. 1, p. 1-14 [13]Qinxin Ren, Ming You, Junbang Yao: Key Engineering Materials Vol. 457 (2011), p. 73-78 [14]Keming Fang, Guocheng Wang: Modern Cast Iron Vol. 28 (2008), No. 3, p. 97-99 (In Chinese)
Online since: May 2020
Authors: Jozef Bárta, Michaela Lopatková, Ján Urminský, Milan Marônek, Róbert Hrušecký
Materials Science and Engineering A 677, 2016, pp. 182-192
Journal of Materials Processing Technology, 2013, 2013, pp. 1623-1634
Materials Science and Engineering A 608, 2014, pp. 199-206
R., Effect of beam oscillation on electron beam welding of copper with AISI-304 stainless steel, Journal of Materials Processing Technology 233, 2016, pp. 174-185
R., Prakash S., Effect of beam oscillation on porosity and intermetallics of electron beam welded DP600-steel to Al 5754-alloy, Journal of Materials Processing Technology 265, 2019, pp. 191-200
Journal of Materials Processing Technology, 2013, 2013, pp. 1623-1634
Materials Science and Engineering A 608, 2014, pp. 199-206
R., Effect of beam oscillation on electron beam welding of copper with AISI-304 stainless steel, Journal of Materials Processing Technology 233, 2016, pp. 174-185
R., Prakash S., Effect of beam oscillation on porosity and intermetallics of electron beam welded DP600-steel to Al 5754-alloy, Journal of Materials Processing Technology 265, 2019, pp. 191-200
Online since: September 2012
Authors: Hédi Hamdi, Sawsen Youssef, Haifa Sallem, Alexandre Brosse
J. of Mechanical Sciences, Vol. 43, 831-851
[5] Stephen S. and al , 2007, “Effect of surface integrity of hard turned AISI 52100 steel on fatigue performance”, Materials Science and Engineering, pp. 337–346
[6] Ramesh A. and al, 2005, “Analysis of white layers formed in hard turning of AISI 52100 steel”, Materials Science and Engineering, A 390, pp. 88–97
M, 2008, “Temperature measurement and heat flux characterization in grinding using thermography”, Journal of Materials Processing Technology, Vol. 201 590-595 [8] Jin, T., Stephenson, D J., 2003, “Investigation of the heat partitioning in high efficiency deep grinding”, Int.
M., 2004 “Residual stresses computation in a grinding process”, Journal of Materials Processing Technology, Vol. 147, 277-285
[5] Stephen S. and al , 2007, “Effect of surface integrity of hard turned AISI 52100 steel on fatigue performance”, Materials Science and Engineering, pp. 337–346
[6] Ramesh A. and al, 2005, “Analysis of white layers formed in hard turning of AISI 52100 steel”, Materials Science and Engineering, A 390, pp. 88–97
M, 2008, “Temperature measurement and heat flux characterization in grinding using thermography”, Journal of Materials Processing Technology, Vol. 201 590-595 [8] Jin, T., Stephenson, D J., 2003, “Investigation of the heat partitioning in high efficiency deep grinding”, Int.
M., 2004 “Residual stresses computation in a grinding process”, Journal of Materials Processing Technology, Vol. 147, 277-285
Online since: September 2011
Authors: Zhi Peng Zhong, Shui Wan
Introduction
With recent development and application of composite materials and structures in civil engineering, the analysis of fracture mechanisms of interface bond between the conventional materials and composites has received a lot of interest.
As the stress near the interface edge of dissimilar materials and at the tip of interface crack is oscillatory singularity [1], besides the strength and service life of interface is different from the base metal, the traditional strength evaluation method is not used to evaluate the strength of dissimilar materials or interface fracture behaviors, such as the stress in material mechanics.
Therefore it is necessary to develop a characterization methodology, which can measure the fracture toughness of combinatorial materials.
Xu: The Mechanics of Interface (Science Press, China 2006)
Rice: Journal of Applied Mechanics, Vol.110 (1988), pp.98-103
As the stress near the interface edge of dissimilar materials and at the tip of interface crack is oscillatory singularity [1], besides the strength and service life of interface is different from the base metal, the traditional strength evaluation method is not used to evaluate the strength of dissimilar materials or interface fracture behaviors, such as the stress in material mechanics.
Therefore it is necessary to develop a characterization methodology, which can measure the fracture toughness of combinatorial materials.
Xu: The Mechanics of Interface (Science Press, China 2006)
Rice: Journal of Applied Mechanics, Vol.110 (1988), pp.98-103
Online since: February 2011
Authors: Hiroyuki Kokawa, Ai Ping Wu, Yutaka S. Sato, Yue Zhao, Wei Yao, Zhi Min Wang
It’s usually used as highly reliable and precision materials.
Shiga, Current Opinion In Solid State & Materials Science 1 (1996), p.340
Molleda, Materials Characterization 41 (1998), p.27
Ogawa, Welding Journal 65 (1986), p. s213 [4] K.Y.
Hashmi, Journal of Materials Processing Technology 164-165 (2005), p.978 [5] D.
Shiga, Current Opinion In Solid State & Materials Science 1 (1996), p.340
Molleda, Materials Characterization 41 (1998), p.27
Ogawa, Welding Journal 65 (1986), p. s213 [4] K.Y.
Hashmi, Journal of Materials Processing Technology 164-165 (2005), p.978 [5] D.
Online since: August 2013
Authors: Qiu Cheng Ma, Teng Fang, Zhi Xiang Fang, An Ge Lu
Other parts for material properties:
45steel,density is 7.85E-006Kg/mm3, elastic modulus is 2.1E+005Mpa, Poisson’s ratio is 0.31.
Acknowledgement Project supported by the Natural Science Foundation of Hunan Province, China(10JJ9005).
Journal of Machine Design. 27(2010) 58-60
Journal of Machine Design.21(2010) 24-26
Journal of Mechanical Transmission.10(2010) 31-35
Acknowledgement Project supported by the Natural Science Foundation of Hunan Province, China(10JJ9005).
Journal of Machine Design. 27(2010) 58-60
Journal of Machine Design.21(2010) 24-26
Journal of Mechanical Transmission.10(2010) 31-35
Online since: May 2013
Authors: Rui Gao, Ling Qiang Yang
So a critical stress σf is defined that when the applied stress is less than it, the creep fracture will not occur, and when the applied stress is greater than it, the creep deformation will continue until the creep fracture (Curve 2, dashed line).This critical stress is called the long-term strength of materials [2].
(20) It can be seen that the whole creep process of materials is expressed by the model.
Journal of hydraulic engineering, (1) (1985),p.55-72
Journal of hydraulic engineering, (1)( 1985), p.29-37
Chinese Journal of Rock Mechanics and Engineering, 24 (2) (2005), p.212-216.
(20) It can be seen that the whole creep process of materials is expressed by the model.
Journal of hydraulic engineering, (1) (1985),p.55-72
Journal of hydraulic engineering, (1)( 1985), p.29-37
Chinese Journal of Rock Mechanics and Engineering, 24 (2) (2005), p.212-216.
Online since: July 2014
Authors: Xiao Han Yao, Jin Hong Ma, Bin Tao
The corrugated web rail is one important way to improve the economic properties of classical rail, and it has great significance on the economy and science.
Hot rolling technique and profile design of tooth shape rolls-Development and research on H-beam with wholly corrugated web(WCW)(1).Journal of Materials Processing Technology, 2000,101 (1-3):111-115
Buckling strength analysis of the web of WCW H-beam Development and research on H-beam with wholly corrugated web(WCW)(2).Journal of Materials Processing Technology,2000,101 (1-3):116-119
Journal of Yanshan University.2003,27(3):278-282
Numerical simulation and experimental study on corrugated waist rail with universal rolling .Journal of Plasticity Engineering. 2009,16(1):120-124.
Hot rolling technique and profile design of tooth shape rolls-Development and research on H-beam with wholly corrugated web(WCW)(1).Journal of Materials Processing Technology, 2000,101 (1-3):111-115
Buckling strength analysis of the web of WCW H-beam Development and research on H-beam with wholly corrugated web(WCW)(2).Journal of Materials Processing Technology,2000,101 (1-3):116-119
Journal of Yanshan University.2003,27(3):278-282
Numerical simulation and experimental study on corrugated waist rail with universal rolling .Journal of Plasticity Engineering. 2009,16(1):120-124.
Analysis of Crack Arrest by Electromagnetic Heating in Metal with Oblique-Elliptical Embedding Crack
Online since: November 2012
Authors: Yu Ming Fu, Li Juan Zheng, Hong Mei Zhou, Jun Li Wang
The result shows that due to heat concentration around the oblique-elliptical embedding crack tip, the crack tip temperature exceeds the melting point of materials and small welded joints are formed by metal melting.
Temperature exceeds the melting point of the material and the tip is passivated.
Acknowledgement This paper is supported by National Natural Science Foundation of China No.51075351 and No.51105325.
International Journalof Nolinear Science and Numerical Simulation.
International Journal Nonlinear Science and Numerical Simulation ISRAEL and UK, 9(2003)
Temperature exceeds the melting point of the material and the tip is passivated.
Acknowledgement This paper is supported by National Natural Science Foundation of China No.51075351 and No.51105325.
International Journalof Nolinear Science and Numerical Simulation.
International Journal Nonlinear Science and Numerical Simulation ISRAEL and UK, 9(2003)
Online since: December 2007
Authors: David Taylor
A special issue of the journal Engineering Fracture
Mechanics, containing 15 articles on this topic, is in preparation and will be published later in 2007.
It can also be interpreted as the critical size of the damage zone at failure, for quasi-brittle materials which develop diffuse zones of damage at stress concentrations.
Further evidence for an approximate relationship between L and the critical damage zone size can be found in quasi-brittle materials such as fibre composites (for which L values are typically 1-3mm) and in construction materials such as mortars and concretes which have critical distances of the order of centimeters.
Oxford, UK, Elsevier, 2007 [2] Ritchie RO, Knott JF, Rice JR: Journal of the Mechanics and Physics of Solids 21 (1973), 395-410 [3] Whitney JM, Nuismer RJ: Journal of Composite Materials 8 (1974), 253-265 [4] Waddoups ME, Eisenmann JR, Kaminski BE: Journal of Composite Materials 5 (1971), 446- 454 [5] Taylor D, Cornetti P, Pugno N: Engineering Fracture Mechanics 72 (2005), 1021-1038 [6] Kimoto H, Usami S, Miyata H: Japanese Society of Mechanical Engineers 51-471 (1985), 2482-2488 [7] Wilshaw TR, Rau CA, Tetelman AS: Engineering Fracture Mechanics 1 (1968), 191-211 [8] Yokobori T, Konosu S: Engineering Fracture Mechanics 9 (1977), 839-847 [9] Ritchie RO, Francis B, Server WL: Metallurgical Transactions 7A (1976), 831-838 [10] Irwin GR: Applied Materials Research 3 (1964), 65-81 [11] Taylor D, Cornetti P: Finite fracture mechanics and the theory of critical distances, in Advances in Fracture and Damage Mechanics IV, edited by Aliabadi MH, Eastleigh UK, EC
, 2005, pp 565-570 [12] Taylor D, Merlo M, Pegley R, Cavatorta MP: Materials Science and Engineering A 382 (2004), 288-294 [13] Pessot F, Susmel L, Taylor D: The theory of critical distances to predict static failures in notched brittle components subjected to multiaxial loading, in Crack Paths Conference, Parma, Italy, 2006, [14] Leguillon D: European Journal of Mechanics A/Solids 21 (2002), 61-72 [15] Cornetti P, Pugno N, Carpinteri A, Taylor D: Engineering Fracture Mechanics 73 (2006), 2021-2033
It can also be interpreted as the critical size of the damage zone at failure, for quasi-brittle materials which develop diffuse zones of damage at stress concentrations.
Further evidence for an approximate relationship between L and the critical damage zone size can be found in quasi-brittle materials such as fibre composites (for which L values are typically 1-3mm) and in construction materials such as mortars and concretes which have critical distances of the order of centimeters.
Oxford, UK, Elsevier, 2007 [2] Ritchie RO, Knott JF, Rice JR: Journal of the Mechanics and Physics of Solids 21 (1973), 395-410 [3] Whitney JM, Nuismer RJ: Journal of Composite Materials 8 (1974), 253-265 [4] Waddoups ME, Eisenmann JR, Kaminski BE: Journal of Composite Materials 5 (1971), 446- 454 [5] Taylor D, Cornetti P, Pugno N: Engineering Fracture Mechanics 72 (2005), 1021-1038 [6] Kimoto H, Usami S, Miyata H: Japanese Society of Mechanical Engineers 51-471 (1985), 2482-2488 [7] Wilshaw TR, Rau CA, Tetelman AS: Engineering Fracture Mechanics 1 (1968), 191-211 [8] Yokobori T, Konosu S: Engineering Fracture Mechanics 9 (1977), 839-847 [9] Ritchie RO, Francis B, Server WL: Metallurgical Transactions 7A (1976), 831-838 [10] Irwin GR: Applied Materials Research 3 (1964), 65-81 [11] Taylor D, Cornetti P: Finite fracture mechanics and the theory of critical distances, in Advances in Fracture and Damage Mechanics IV, edited by Aliabadi MH, Eastleigh UK, EC
, 2005, pp 565-570 [12] Taylor D, Merlo M, Pegley R, Cavatorta MP: Materials Science and Engineering A 382 (2004), 288-294 [13] Pessot F, Susmel L, Taylor D: The theory of critical distances to predict static failures in notched brittle components subjected to multiaxial loading, in Crack Paths Conference, Parma, Italy, 2006, [14] Leguillon D: European Journal of Mechanics A/Solids 21 (2002), 61-72 [15] Cornetti P, Pugno N, Carpinteri A, Taylor D: Engineering Fracture Mechanics 73 (2006), 2021-2033