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Residual Strength and Fatigue Lifetime of ... - Solid Mechanics

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panels were determined for different debond diameters for the maximum applied fatigue load. It<br />

was shown that the mode-mixity phase angle is not sensitive to the debond diameter <strong>and</strong> is<br />

around -5. Since no strong dependency between the mode-mixity <strong>and</strong> crack growth rate is<br />

expected at low manitudes <strong>of</strong> mode-mixity phase angles <strong>and</strong> the loading is predominantly mode<br />

I, the crack growth rate relations for the mode-mixity phase angle -20, measured using the<br />

MMB specimen, were used for the simulation <strong>of</strong> the debonded panels. To accelerate the<br />

simulation the cycle jump method outlined in Chapter 4 was exploited. A convergence analysis<br />

was carried out for different control parameter values to choose appropriate control parameters.<br />

Simulations <strong>of</strong> the debonded s<strong>and</strong>wich panels showed fair accuracy compared to the fatigue<br />

experiments with a maximum deviation <strong>of</strong> 7 mm in debond diameter estimations. The observed<br />

deviation can be attributed to the crude crack length measurement technique using the DIC<br />

technique, which was based on out-<strong>of</strong>-plane deflections <strong>of</strong> the debond <strong>and</strong> scatter <strong>of</strong> the input<br />

crack growth rate data.<br />

The presented 2D <strong>and</strong> 3D fatigue crack growth schemes <strong>and</strong> the cycle jump method proved to be<br />

reliable tools for simulation <strong>of</strong> stable fatigue crack growth, but in highly non-linear cases the<br />

presented method should be used carefully. To mitigate inaccuracies <strong>and</strong> uncertainties<br />

concerning simulation <strong>of</strong> highly non-linear problems, a convergence sensitivity analysis must be<br />

carried out due to strong dependency <strong>of</strong> the accuracy <strong>of</strong> the cycle jump method on the control<br />

parameters. However, for complete validation <strong>of</strong> the developed numerical scheme, simulations<br />

should be compared with fatigue tests on more complicated loading scenarios <strong>and</strong> debond<br />

geometries.<br />

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