Pages that link to "Item:Q2832094"
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The following pages link to Scattering of flexural wave in thin plate with multiple holes by using the null-field integral equation approach (Q2832094):
Displaying 15 items.
- Multiple scattering from two cylindrical inclusions in a semi-infinite thin plate under flexural waves (Q363800) (← links)
- Acoustic scattering by multiple elliptical cylinders using collocation multipole method (Q440599) (← links)
- Analytical prediction and experimental measurement for mode conversion and scattering of plate waves at non-symmetric circular blind holes in isotropic plates (Q661587) (← links)
- Multiple scattering of flexural waves from two cutouts in a semi-infinite thin plate (Q837410) (← links)
- Dual reciprocity boundary element method for flexural waves in thin plate with cutout (Q957621) (← links)
- Scattering of flexural wave in a thin plate with multiple circular holes by using the multipole Trefftz method (Q991678) (← links)
- Null-field integral equation approach for free vibration analysis of circular plates with multiple circular holes (Q1026480) (← links)
- Flexural wave propagation and scattering on thin plates using Mindlin theory (Q1276601) (← links)
- The collocation multipole method for solving multiple scattering problems with circular boundaries (Q1653494) (← links)
- Stress calculation and optimization in composite plates with holes based on the modified integral equation method (Q1655995) (← links)
- Dynamic stress concentrations in thick plates with two holes based on refined theory (Q2338997) (← links)
- Flexural wave scattering in a quarter-infinite thin plate with circular scatterers (Q2380686) (← links)
- Multiple scattering of flexural waves in a semi-infinite thin plate with a cutout (Q2382035) (← links)
- Dynamic behavior of a finite-sized elastic solid with multiple cavities and inclusions using BIEM (Q2392382) (← links)
- Multiple scattering of flexural waves by random configurations of inclusions in thin plates (Q2440983) (← links)
