A study of fracture in elastic-plastic material (epfm)
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gianglh@hcmute.edu.vnKeywords:
study, material, elastic-plasticAbstract
J integral was calculated based on Ramsberg Osgood stress-strain relationship at 200C for compact tension (CT) of 304 stainless steel for plane stress and plane strain when the ratio between crack length a and width of specimen W was changed. Besides the results, J was also calculated and simulated in the case of plane strain and plane stress with ANSYS. J values for the case of plane stress and plane strain were different. J values increased with the increase of the ratio between crack length a and width of specimen W and increased rapidly when the ratio was high (a/W=0,7)
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References
David Broek, “Elementary Engineering Fracture Mechanics”, Martinus Nijhoff Publishers, The Hague,1984.
T.L. Anderson, “FRACTURE MECHANICS Fundamentals and Applications”, CRC Press,1995.
Ashok Xasena, “Nonlinear Fracture Mechanics for Engineers”, CRC Press, 1998
James A.Joyce, “Manual on Elastic-Plastic Fracture:Laboratory Test Procedures”, ASTM Commette, 1996.
“Structural Analysis Guide 12.0”, ANSYS, Inc.
D. Trias, “Fracture Mechanics for Structure Design Computer Lab Sessions”,2010
Dr. A.-V. Phan, “ANSYS TUTORIAL – 2-D Fracture Analysis”, University of South Alabama.
ANSYS Mechanical APDL Structural Analysis Guide Release 13.0,ANSYS Inc.
Cofie, “Stress – Strain Behaviour in Elastic – Plastic Fracture Mechanics”.
Nguyễn Lê Đăng Hải (2011), “Nghiên cứu về phá hủy trong vật liệu biến dạng dẻo đàn hồi (EPFM)”. Luận văn Thạc Sĩ.
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