Pages that link to "Item:Q2971859"
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The following pages link to SHAPE ESTIMATION OF A CAVITY BY INVERSE APPLICATION OF THE BOUNDARY ELEMENTS 2D ELASTOSTATICS PROBLEM (Q2971859):
Displaying 13 items.
- Application of the inverse elasticity problem to identify irregular interfacial configurations (Q443534) (← links)
- Defect identification in 3-D elastostatics using a genetic algorithm (Q833413) (← links)
- Identification of cavities inside two-dimensional heterogeneous isotropic elastic bodies (Q1581042) (← links)
- A new hybrid method for shape optimization with application to semiconductor equations (Q2092302) (← links)
- Augmented Lagrangian approach for a bilateral free boundary problem (Q2143827) (← links)
- The direct method of fundamental solutions and the inverse Kirsch-Kress method for the reconstruction of elastic inclusions or cavities (Q2389588) (← links)
- Shape reconstruction of a 2D-elastic penetrable object via the L-curve method (Q3418644) (← links)
- Shape Reconstruction of Conductivity Interface Problems (Q4557763) (← links)
- Inverse Estimation of Cooling Heat Flux in Spray Cooling of Hot Surface Based on Dual-Phase-Lag Model (Q4987597) (← links)
- Singular superposition elastostatics BEM/GA algorithm for cavity detection (Q5757042) (← links)
- A fuzzy particle swarm optimization method with application to shape design problem (Q6140984) (← links)
- A non-iterative methodology to reconstruct boundary shapes and conditions in isotropic linear elasticity based on the BEM (Q6539757) (← links)
- Numerical method for the inverse interior scattering problem from phaseless data (Q6587549) (← links)
