An Efficient Semi-Analytical Method for Modeling Contacts in Multilayer Helical Strand Cables Under Microslip Conditions

Keyphrases

• Accurate Identification 25%
• Boussinesq 25%
• Cable 75%
• Comparison with Experimental Data 25%
• Computation Time 50%
• Computationally Expensive 25%
• Contact Behavior 25%
• Contact Interface 25%
• Contact Point 50%
• Cyclic Loading 25%
• External Force 25%
• Fatigue Evaluation 25%
• Fatigue Wear 25%
• Finite Element Simulation 25%
• Fretting 25%
• Fretting Fatigue 25%
• General Applicability 25%
• Half-space 25%
• Helical Strands 100%
• High Computational Efficiency 25%
• High Durability 25%
• High Flexibility 25%
• High Strength 25%
• Internal Stress 25%
• Local Sliding 25%
• Microslip 100%
• Model Support 25%
• Multiple Contact Points 25%
• Non-Hertzian Contact 25%
• Normal Loading 25%
• Normal Traction 50%
• Numerical Modeling 25%
• Point Load 25%
• Reduced Computational Complexity 25%
• Semi-analytical Approach 25%
• Semi-analytical Method 100%
• Sliding Distance 25%
• Stick-slip 25%
• Stranded Cable 100%
• Subsurface Stress Field 25%
• Tangential Load 25%
• Tangential Traction 50%
• Traction Distribution 75%
• Wear Simulation 25%

Engineering

• Applicability 20%
• Boussinesq's Hypothesis 20%
• Computation Time 40%
• Computational Efficiency 20%
• Contact Point 60%
• Cyclic Loading 20%
• Data Element 20%
• Experimental Observation 20%
• Finite Element Analysis 20%
• Fretting 20%
• Fretting Fatigue 20%
• Internal Stress 20%
• Local Sliding 20%
• Mechanical Fatigue Test 20%
• Microslip 100%
• Numerical Modeling 20%
• Point Load 20%
• Scale Analysis 20%
• Semi-Analytical Approach 20%
• Sliding Distance 20%
• Stick-Slip 20%
• Strand 100%
• Stress Field 20%
• Subsurface 20%

Material Science

• Finite Element Method 25%
• Fretting 25%
• Fretting Fatigue 25%
• Microslip 100%
• Semi-Analytical Method 100%
• Stress Field 25%