Fatigue & Fracture of Engineering Materials & Structures · 2009 · 23 citations · 18 references
Natural SciencesMaterials EngineeringMaterials ScienceMechanical Behavior Of MaterialsMetallurgyStructural MaterialsDamage MechanicsFatigueFracture MechanicsFracture PropagationFracture ToughnessStress-strain BehaviorCrack GrowthCrack Growth RateCrack InitiationCrack PropagationCrack Propagation ModelingFatigue Crack GrowthFatigue Crack InitiationFatigue Crack Propagation
ABSTRACT The paper presents four equations for Fatigue Crack Growth Rate (FCGR) description taking into account Δ J , ΔCTOD, ΔCMOD and Δ K . CT specimens made of steel were tested for different values of stress ratio ( R ) by Δ P = constant method. The influence of R ‐ratio has been studied on crack propagation and crack initiation region. The experimental results show that Δ J and ΔCTOD, contrary to Δ K and ΔCMOD which are constant in R ‐ratio variations, vary with the variations of R ‐ratio in the range R = 0.3–0.6. Therefore, there is no need to enter R parameter directly in the well‐known Paris equation if Δ J or ΔCTOD parameter is used instead of Δ K in this equation. The constants of these equations are independent of loading unlike the constants of Paris equation.
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