Computation of Theoretical Stress Concentration Factor of V Shaped Notch Tip

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Abstract:

To obtain the crack life and value of the external load applied on the bar in the course of the bar precision cropping, the mathematic expression of the theoretical stress concentration factor in the tip of the V shaped notch containing its geometric parameters is built theoretically by analyzing the stress field distribution of V shaped notch tip and the stress intensity factor. The influences of the flare angle Φ, the radius at the groove bottom, and the groove depth d on the theoretical stress concentration factor are analyzed in detail and the obtained rational value is d/D=0.1 , s/D=0.015, Φ=90 in engineering practice. The analytical results show that the data obtained by the mathematic expression of theoretical stress concentration factor in the tip of the V shaped notch presented in the paper are coincident with the results of the corresponding parameters obtained by stress concentration manual in some extension.

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765-769

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January 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Wood W A. Formation of fatigue cracks. Philosophical Magazine 3(6) (1985) 2-9.

Google Scholar

[2] Dowling N E. Notched member fatigue life predictions combining crack initiation and propagation. Fatigue of Engineering Materials and Structures (2) (1979) 129-138.

DOI: 10.1111/j.1460-2695.1979.tb01349.x

Google Scholar

[3] Zhang Lijun, Zhao Shengdun, Lei Jing. Influence of the geometric parameters of slotted bar on stress concentration factor at the groove bottom. Journal of plasticity engineering 14(1) (2007) 66-71.

Google Scholar

[4] Lin Jizhong. Fracture and fatigue of metal material. Beijing: China Railway Publishing House, (1998).

Google Scholar

[5] Zhang Yongyuan, Ruan Guohua. A calculation model and boundary element method simulation for surface blunt cracks. Chinese journal of applied mechanics 12(1) (1995) 25-32.

Google Scholar

[6] Huang Weiyang. Engineering fracture mechanics. Beijing: Aviation Industry Press, (1992).

Google Scholar

[7] Zhang Dehui. Stress of dangerous cross-section with complex shaped part. Beijing: China Industry Press, (1962).

Google Scholar

[8] Aerospace Industry Ministry of science and Technology Committee. Stress concentration factor manual. Beijing: Higher Education Press, (1990).

Google Scholar

[9] Zhang Lijun, Zhao Shengdun, Hua Chunjian, etal. Investigation on a new type of low-stress cropping system with variable frequency vibration. International Journal of Advanced Manufacturing Technology 36(3-4) (2008) 288-295.

DOI: 10.1007/s00170-006-0846-2

Google Scholar