Pages that link to "Item:Q1068589"

The following pages link to Finite deflection analysis of elastic plate by the boundary element method (Q1068589):

Displaying 29 items.

• Stability of Euler's method for evaluating large deformation of shear deformable plates by dual reciprocity boundary element method (Q441670) (← links)
• Lattice Boltzmann model for elastic thin plate with small deflection (Q453864) (← links)
• Identities for the fundamental solution of thin plate bending problems and the nonuniqueness of the hypersingular BIE solution for multi-connected domains (Q463656) (← links)
• A novel boundary-domain element method of initial stress, finite deformation and discrete cracks in multilayered anisotropic elastic solids (Q712378) (← links)
• Boundary element bending analysis of heated elastic plates (Q761274) (← links)
• A boundary element formulation for analysis of elastoplastic plates with geometrical nonlinearity (Q848812) (← links)
• BEM of postbuckling analysis of thin plates (Q922046) (← links)
• Postbuckling analysis of plates on an elastic foundation by the boundary element method (Q1205058) (← links)
• A boundary integral equation formulation for large amplitude nonlinear vibration of thin elastic plates (Q1205095) (← links)
• Derivation and analytical investigation of three direct boundary integral equations for the fundamental biharmonic problem (Q1298617) (← links)
• Non-linear analysis of plates by the analog equation method (Q1331402) (← links)
• Elastic small deflection analysis of annular sector Mindlin plates (Q1341065) (← links)
• A finite volume method for analysing the bending deformation of thick and thin plates (Q1376143) (← links)
• Virtual boundary element-linear complementary equations for solving the elastic obstacle problems of thin plate (Q1390892) (← links)
• A dual reciprocity boundary element approach for the problems of large deflection of thin elastic plates (Q1579706) (← links)
• Large deflection analysis of axisymmetric circular plates with variable thickness by the boundary element method (Q1903244) (← links)
• Application of the boundary-domain element method to the pre/post-buckling problem of von Kármán plates (Q1961593) (← links)
• Simulating thin plate bending problems by a family of two-parameter homogenization functions (Q2174347) (← links)
• A boundary element formulation for geometrically nonlinear analysis of shear deformable shells (Q2384336) (← links)
• A fast multipole boundary element method for solving the thin plate bending problem (Q2451061) (← links)
• Cubic approximation for the transverse displacement in BEM for elastic plates analysis (Q2486476) (← links)
• Large deformation of shear-deformable plates by the boundary-element method (Q2487806) (← links)
• BEM formulation for von Kármán plates (Q2655856) (← links)
• (Q3305959) (← links)
• Boundary element analysis of a plate on elastic foundations (Q3706627) (← links)
• An alternative approach for large deflection analysis of axisymmetric plates on elastic foundation (Q4306932) (← links)
• (Q4310297) (← links)
• Analysis of shell-like structures by the Boundary Element Method based on 3-D elasticity: formulation and verification (Q4398069) (← links)
• A new numerical method for elastic-plastic plate analysis: theoretical-experimental validation and its application in ratcheting phenomenon (Q6539800) (← links)