The geometry analyzed consists of a thick-walled cylinder having a small-diameter evacuator hole penetrating radially through the wall. The loading involves pressure acting on the i.d. of the tube and all or part of this pressure acting on the evacuator hole. In addition, the tube may be fully or partially autofrettaged. Total hoop stress concentrations are determined for a range of radial locations along the evacuator, as are stress intensity factors along a crack emanating from the evacuator hole. Fatigue crack growth rates, and hence crack profiles, are predicted at each of the radial locations. These predictions indicate that the critical location for the crack in a nonautofrettaged tube is at the i.d., whereas in a fully autofrettaged tube it is located approximately halfway through the wall thickness. Taking account of the influence of strees ratio, σminmax, has a significant influence on crack shape in autofrettaged tubes, but a limited effect upon lifetime. The effect upon fatigue lifetime of axialresidual stresses due to the autofrettage process is described and it is demonstrated that an insignificant reduction in lifetime results from the presence of such stresses. Finally, the predicted profiles are compared with experimental observations of fatigue cracked evacuator holes and a limited comparison of predicted and actual lifetimes is presented. Agreement is considered good.

1.
Chaaban
A.
, and
Barake
N.
,
1993
, “
Elasto-Plastic Analysis of High Pressure Vessels with Radial Cross-Bores
,” High Pressure—Codes, Analysis, and Applications,
ASME PVP
-Vol.
263
, New York, NY, pp.
67
71
.
2.
Davidson, T. E., Brown, B. B., and Kendall, D. P., 1977, Materials and Processes Considerations in the Design of Pressure Vessels, 2nd International Conference on High Pressure Technology, Brighton, I Mech E, pp. 63–71.
3.
Hill, R., 1967, The Mathematical Theory of Plasticity, Oxford University Press, Oxford, England.
4.
Metals and Ceramics Information Center, 1983, Damage Tolerant Design Handbook, Battelle Columbus Laboratories, Dec.
5.
Nagamatsu, H. T., Choi, K. Y., Duffy, R. E., and Carofano, G. C., 1987, “An Experimental and Numerical Study of the Flow Through a Vent Hole in a Perforated Muzzle Brake,” US Army Armament Research, Development and Engineering Center, Technical Report ARCCB-TR-87016, June.
6.
Paris
P. C.
, and
Erdogan
F.
,
1963
,
Journal of Basic Engineering
, TRANS. ASME, Vol.
85
, pp.
528
534
.
7.
Parker, A. P., 1982, “Stress Intensity Factors, Crack Profiles and Fatigue Crack Growth Rates in Residual Stress Fields,” Residual Stress Effects in Fatigue, ASTM STP 776, pp. 13–31.
8.
Parker, A. P., Underwood, J. H., Throop, J. F., and Andrasic, C. P., 1983, “Stress Intensity and Fatigue Crack Growth in a Pressurized, Autofrettaged Thick Cylinder,” Fracture Mechanics: Fourteenth Symposium—Volume 1: Theory and Analysis, ASTM STP 791, pp. 1-216–1-237.
9.
Rooke, D. P., and Cartwright, D. J., 1976, Compendium of Stress Intensity Factors, HMSO, London, England.
10.
Timoshenko, S. P., and Goodier, J. M., 1970, Theory of Elasticity, 3rd Edition, McGraw-Hill, New York, NY.
11.
Underwood, J. H., and Parker, A. P., 1995, “Fatigue Life Analysis and Tests for Thick-Wall Cylinders Including Effects of Overstrain and Axial Grooves,” Technical Report to be published, Army Armament RD&E Center, Watervliet, NY.
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