Abstract
Abstract The effect of the notch depth on the strain-concentration factor (SNCF) is studied for circumferentially notched cylindrical bars under static tension. The employed new SNCF is defined under the triaxial stress state at the net section. The elastic SNCF increases as the net-to-gross diameter ratio d 0 / D 0 increases and reaches a maximum at the depth of d 0 / D 0 ≈ 0.7 . Beyond this value of d 0 / D 0 it rapidly decreases to the unity with d 0 / D 0 . The elastic SNCF of the extremely deep notch of d 0 / D 0 = 0.2 is almost equal to that of the shallow notch of d 0 / D 0 = 0.95 . Nevertheless, the SNCF of the shallow notch sharply increases with plastic deformation at the notch root, while the SNCF of d 0 / D 0 = 0.2 increases only slightly. The SNCF of the deep notch of d 0 / D 0 = 0.6 also increases with plastic deformation and reaches a peak value. This peak value is nearly equal to or slightly lower than that of the shallow notch and hence the plastic SNCF of shallow notches cannot be neglected. The variations of the SNCF with P / P Y , the ratio of tensile load to that at yielding at the notch root, depends only on the notch geometry up to general yielding.
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