Spherical indentation over multilayered transversely isotropic media with imperfect interfaces

Keyphrases

• Spherical Indentation 100%
• Imperfect Interface 100%
• Vertical Load 100%
• Transversely Isotropic Medium 100%
• Stiffness 66%
• Functionally Graded 66%
• Influence Function 66%
• Imperfect Bonding 66%
• Manufacturing Process 33%
• Material System 33%
• Imperfection 33%
• Young's Modulus 33%
• Graded Materials 33%
• Substrate Structure 33%
• Elastic Half-space 33%
• Half-space 33%
• Numerical Examples 33%
• Elastic Medium 33%
• Exact Solutions 33%
• Displacement Discontinuity 33%
• Indentation Depth 33%
• Transversely Isotropic 33%
• Contact Radius 33%
• Adjacent Layers 33%
• Theoretical Solution 33%
• Displacement Jump 33%
• Modulus Ratio 33%
• Von Mises Stress 33%
• Functionally Graded Materials 33%
• Rigid Sphere 33%
• Structured Interfaces 33%
• Dual Variable 33%
• Interface Problem 33%
• Self-adaptive 33%
• Contact Stress Distribution 33%
• Stress Field Distribution 33%
• Square Scheme 33%
• Vertical Stress 33%
• Normal Contact Stress 33%
• Coating Structure 33%
• Fourier-Bessel Series 33%
• Series System 33%
• System of Vector Functions 33%
• Integral Least Square 33%

Engineering

• Indentation 100%
• Imperfect Interface 100%
• Isotropic Media 100%
• Elastic Half 33%
• Numerical Example 33%
• Manufacturing Process 33%
• Material System 33%
• Adjacent Layer 33%
• Field Distribution 33%
• Young's Modulus 33%
• Contact Stress Distribution 33%
• Stress Field 33%
• Displacement Jump 33%
• Least Square 33%
• Series System 33%
• Functionally Graded Material 33%