2008
DOI: 10.1021/ma071274a
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An Analytical Method To Predict Fatigue Life of Thermoplastics in Uniaxial Loading: Sensitivity to Wave Type, Frequency, and Stress Amplitude

Abstract: A method is presented that allows fatigue life predictions on the basis of creep life data. The approach is based on the assumption that the time-dependent failure of polymers is determined by the intrinsic strain softening that is initiated when a critical threshold value of the plastic strain is surpassed. To facilitate fatigue predictions, an acceleration factor is defined that indicates how much faster plastic strain is accumulated by a cyclic signal compared to its static mean stress. Analytical solutions… Show more

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Cited by 55 publications
(55 citation statements)
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“…According to this result the acceleration factor for the triangular signal is independent of the frequency of the stress signal, which is consistent with the experimental data of Janssen et al [53]. The equivalent plastic strain rate for a dynamic stress signal can be calculated by multiplying Equation (2.10) with Equation (2.1), resulting in the dashed line in Figure 2.8 (right).…”
Section: Figure 28 Left: Schematic Representation Of a Triangular Wasupporting
confidence: 89%
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“…According to this result the acceleration factor for the triangular signal is independent of the frequency of the stress signal, which is consistent with the experimental data of Janssen et al [53]. The equivalent plastic strain rate for a dynamic stress signal can be calculated by multiplying Equation (2.10) with Equation (2.1), resulting in the dashed line in Figure 2.8 (right).…”
Section: Figure 28 Left: Schematic Representation Of a Triangular Wasupporting
confidence: 89%
“…Therefore, the solution for the time-to-failure as found for constant loads (Equation (2.8)) cannot be employed directly for a dynamic load. An acceleration factor for the deformation kinetics (a d,γ ) similar to the one proposed by Janssen et al [53], is applied to circumvent a numerical procedure to find the failure time for dynamic stress signals. The acceleration factor is defined as the accumulated plastic strain after one triangular stress cycle (excluding physical ageing effects), divided by accumulated plastic strain for a constant stress with a value equal to 1 4f…”
Section: Modelling Dynamic Fatigue Failurementioning
confidence: 99%
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