Search results for "stress intensity factor."

showing 10 items of 23 documents

Rapid evaluation of notch stress intensity factors using the peak stress method with 3D tetrahedral finite element models: Comparison of commercial c…

2022

The peak stress method (PSM) allows a rapid application of the notch stress intensity factor (NSIF) approach to the fatigue life assessment of welded structures, by employing the linear elastic peak stresses evaluated by FE analyses with coarse meshes. Because of the widespread adoption of 3D modeling of large and complex structures in the industry, the PSM has recently been boosted by including four-node and ten-node tetrahedral elements of Ansys FE software, which allows to discretize complex geometries. In this paper, a Round Robin among eleven Italian Universities has been performed to calibrate the PSM with seven different commercial FE software packages. Several 3D mode I, II and III …

"notch stress intensity factor (NSIF)"Mechanical EngineeringNotch Stress Intensity Factor (NSIF) Peak Stress Method (PSM) FE Analysis Coarse Mesh Tetrahedral element.peak stress method (PSM)"peak stress method (PSM)""coarse mesh"" FE analysis" "notch stress intensity factor (NSIF)" "peak stress method (PSM)" "tetrahedral element"coarse mesh FE analysis notch stress intensity factor (NSIF) peak stress method (PSM) tetrahedral elementcoarse mesh; FE analysis; notch stress intensity factor (NSIF); peak stress method (PSM); tetrahedral elementnotch stress intensity factor (NSIF)"coarse mesh"tetrahedral element" FE analysis"coarse mesh notch stress intensity factor (NSIF) peak stress method (PSM) tetrahedral element FE analysisSettore ING-IND/14 - Progettazione Meccanica E Costruzione Di MacchineMechanics of MaterialsGeneral Materials Sciencecoarse meshFE analysiFE analysis"tetrahedral element"Fatigue & Fracture of Engineering Materials & Structures
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Multidomain boundary integral formulation for piezoelectric materials fracture mechanics

2001

Abstract A boundary element method and its numerical implementation for the analysis of piezoelectric materials are presented with the aim to exploit their features in linear electroelastic fracture mechanics. The problem is formulated employing generalized displacements, that is displacements and electric potential, and generalized tractions, that is tractions and electric displacement. The generalized displacements boundary integral equation is obtained by using the closed form of the piezoelasticity fundamental solutions. These are derived through a displacement based modified Lekhnitskii’s functions approach. The multidomain boundary element technique is implemented to achieve the numer…

Applied MathematicsMechanical EngineeringNumerical analysisMathematical analysisBoundary (topology)Fracture mechanicsDomain decomposition methodsCondensed Matter PhysicsIntegral equationMechanics of MaterialsModeling and SimulationGeneral Materials ScienceElectric displacement fieldBoundary element methodStress intensity factorMathematicsInternational Journal of Solids and Structures
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Global/Local FEM-BEM stress analysis of damaged aircraft structures

2008

In this paper a Hierarchical approach for the analysis of advanced aerospace structures is presented. The proposed Global/Local model uses two kind of numerical methods. The first step of the Hierarchical procedure is performed by the Finite Element code Patran/Nastran™, using a coarse mesh to study the global structure, then the local region is analyzed by using a Boundary Element code based on the multidomain anisotropic technique. This code accurately predicts stress concentrations at crack tips with a reduction of the modeling efforts and of the computational time. The Global/Local interface code implemented allows an intuitive extraction of the local region with a substantial reduction…

Boundary Element Method Finite Element Method Stress Intensity FactorGlobal/Local HierarchicalSettore ING-IND/04 - Costruzioni E Strutture Aerospaziali
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Crack growth in fillet welded steel joints subjected to membrane and bending loading modes

2020

Abstract The present paper presents the results from extensive studies of the fatigue damage evolution in fillet welded steel joints subjected to Constant Amplitude (CA) stress under membrane and bending loading modes. The welded joints in question are F class details (category 71) with plate thicknesses ranging from 25 to 32 mm. The steel quality is a medium strength carbon manganese steel. Crack growth histories for the shallow semi-elliptical shaped cracks emanating from the weld toe are obtained by an Alternating Current Potential Drop (ACPD) technique. These growth histories are presented in detail and modelled by Linear Elastic Facture Mechanics (LEFM). The calculations follow the rec…

Coalescence (physics)Materials sciencebusiness.industryStress ratioMechanical EngineeringLinear elasticity0211 other engineering and technologies02 engineering and technologyStructural engineeringWeldingFinite element methodlaw.invention020303 mechanical engineering & transportsAmplitude0203 mechanical engineeringMechanics of MaterialslawGeneral Materials SciencebusinessStress intensity factor021101 geological & geomatics engineeringParametric statisticsEngineering Fracture Mechanics
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Molecular-dynamics study of copper with defects under strain

1998

Mechanical properties of copper with various types of defects have been studied with the molecular-dynamics method and the effective-medium theory potential both at room temperature and near zero temperature. The loading has been introduced as constant rate straining and the dynamics of the process region of fracture is purely Newtonian. With the model three types of defects were studied: point defects, grain boundary, and an initial void serving as a crack seed. Point defects were seen to decrease the system strength in terms of fracture stress, fracture strain, and elastic modulus. Due to random microstructure, highly disordered systems turned out to be isotropic, which on the other hand …

Condensed Matter::Materials ScienceMaterials scienceFracture toughnessSpeed of soundNewtonian fluidGrain boundaryFracture mechanicsComposite materialElastic modulusStress intensity factorStress concentrationPhysical Review B
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Fatigue crack growth through particulate clusters in polycarbonate material

2011

The interaction of a crack with a perfectly bonded inclusion or a cluster of inclusions in polycarbonate matrix was investigated through both numerical simulations and fatigue tests. Stress intensity factors (K(I)) were evaluated by boundary element method for several particle sizes, position and finally for inclusion cluster as a precursor study for the experiments. The numerical simulation has shown the crack tendency to circumvent the inclusions with consequential reduction of the growth rate. Fatigue crack growth tests were carried out on several particle-filled specimens at constant value of the applied stress intensity factor range (Delta K(Iapp)) highlighting the crack delay due to t…

Crack growthMaterials sciencebusiness.industryCrack-inclusion interactionMechanical EngineeringEffective stressParticulate compositeSettore ING-IND/34 - Bioingegneria IndustrialeStructural engineeringParis' lawCrack growth resistance curveCrack closureMechanics of Materialsmental disordersBoundary element methodShielding effectGeneral Materials ScienceGrowth rateComposite materialFatigue crack growth propagationbusinessStress intensity factorStress concentrationEngineering Fracture Mechanics
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On the accuracy of the fast hierarchical DBEM for the analysis of static and dynamic crack problems

2010

In this paper the main features of a fast dual boundary element method based on the use of hierarchical matrices and iterative solvers are described and its effectiveness for fracture mechanics problems, both in the static and dynamic case, is demonstrated. The fast solver is built by representing the collocation matrix in hierarchical format and by using a preconditioned GMRES for the solution of the algebraic system. The preconditioner is computed in hierarchical format by LU decomposition of a coarse hierarchical representation of the collocation matrix. The method is applied to elastostatic problems and to elastodynamic cases represented in the Laplace transform domain. The application …

DBEM Adaptive Cross Approximation Hierarchical Matrices Fast BEM solvers Elastodynamics Laplace Transform Method Stress Intensity Factors.Settore ING-IND/04 - Costruzioni E Strutture Aerospaziali
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Fatigue crack propagation from a cold-worked hole

2007

Abstract The cold expansion process is widely used to enhance the fatigue life of structures with fastener holes. Various studies assert that the cold expansion improves the fatigue strength of fastener holes; however, the improvement of fatigue life is difficult to quantify. Therefore, the influence on fatigue life of cold-worked process was studied by numerical and experimental tests. Then, a parametric study on material hardening behavior and Bauschinger’s parameter was performed for several loading conditions in order to determine their effect on crack growth propagation. The results of the numerical tests have exhibited a good prediction of the fatigue life of the component.

Goodman relationbusiness.product_categoryMaterials sciencebusiness.industrySTRESS INTENSITY FACTORSMechanical EngineeringRESIDUAL-STRESSESFracture mechanicsStructural engineeringWork hardeningStrain hardening exponentELASTIC-PLASTIC ANALYSISFatigue limitFastenerCrack closureEXPANDED FASTENER HOLESMechanics of MaterialsSHEETGeneral Materials SciencebusinessVibration fatigueEngineering Fracture Mechanics
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Fatigue Design of Cruciform Joints including V-notch Effect at the Weld Toe

2014

Abstract The present paper proposes a new and more accurate fatigue life prediction model for fillet welded joints in steel subjected to constant amplitude loading. With the traditional fracture mechanics approach, the greatest difficulty when computing the fatigue life of a welded detail is to determine the initial crack size a0. The classical way to determine the stress intensity factor K (SIF) is by using the following formula Where σ is the applied stress, a is the crack size and g(a/T) the geometrical correction factor which has been determined by Gurney function or similar solutions. This approach is not accurate for short crack because of the singular V-notch behaviour close to the c…

J-integralStrain energy release rateMaterials sciencecrack initiationbusiness.industryCrack tip opening displacementFracture mechanicsGeneral MedicineStructural engineeringCrack growth resistance curveToeSteel welded jointsCrack closureenergy release ratebusinessshort crackfatigue designStress intensity factorStress concentrationProcedia Materials Science
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Investigation of the crack tip stress field in a stainless steel SENT specimen by means of Thermoelastic Stress Analysis

2019

Abstract In this work a Thermoelastic Stress Analysis (TSA) setup is implemented to investigates the Thermoelastic and Second Harmonic signals on a fatigue loaded Single Edge Notched Tension (SENT) specimen made of stainless steel AISI 304L. Three load ratios are in particular applied, R=-1, 0, 0.1. The thermoelastic signal is used to evaluate the Stress Intensity Factor via two approaches, the Stanley-Chan linear interpolation method and the over-deterministic least-square fitting (LSF) method using the Williams’ series expansion. Regarding least-square fitting, an iterative procedure is proposed to identify the optimal crack tip position in the thermoelastic maps. The SIF and T-Stress are…

Materials scienceTension (physics)02 engineering and technologyMechanicsLinear interpolation021001 nanoscience & nanotechnologyStress (mechanics)Stress fieldT-StressSettore ING-IND/14 - Progettazione Meccanica E Costruzione Di Macchine020303 mechanical engineering & transportsThermoelastic damping0203 mechanical engineeringStress Intensity FactorHarmonicThermoelastic Stress Analysis Least Square Fitting Stress Intensity Factor Crack Closure T-StressThermoelastic Stress AnalysisLeast Square Fitting0210 nano-technologySeries expansionStress intensity factorCrack ClosureEarth-Surface Processes
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