Pages that link to "Item:Q1870957"

The following pages link to A level set method for structural topology optimization. (Q1870957):

Displaying 50 items.

• Parameterized level-set based topology optimization method considering symmetry and pattern repetition constraints (Q1986361) (← links)
• An explicit optimization model for integrated layout design of planar multi-component systems using moving morphable bars (Q1986371) (← links)
• Stress optimization of smooth continuum structures based on the distortion strain energy density (Q1986452) (← links)
• Stable hole nucleation in level set based topology optimization by using the material removal scheme of BESO (Q1986460) (← links)
• On topology optimization and canonical duality method (Q1986619) (← links)
• Integrated topology optimization of multi-component structures considering connecting interface behavior (Q1986666) (← links)
• Structural optimization based on meshless element free Galerkin and level set methods (Q1986691) (← links)
• Topology optimization of conformal structures on manifolds using extended level set methods (X-LSM) and conformal geometry theory (Q1986692) (← links)
• Functionally graded lattice structure topology optimization for the design of additive manufactured components with stress constraints (Q1986704) (← links)
• Topology optimization for multiscale design of porous composites with multi-domain microstructures (Q1986714) (← links)
• Shape and topology optimization considering anisotropic features induced by additive manufacturing processes (Q1986726) (← links)
• Structural optimization under internal porosity constraints using topological derivatives (Q1986759) (← links)
• Level set based shape optimization using trimmed hexahedral meshes (Q1986809) (← links)
• A surrogate assisted adaptive framework for robust topology optimization (Q1986862) (← links)
• Multi-material topology optimization for thermal buckling criteria (Q1986947) (← links)
• Concurrent two-scale topological design of multiple unit cells and structure using combined velocity field level set and density model (Q1987813) (← links)
• Topology optimization via sequential integer programming and canonical relaxation algorithm (Q1987881) (← links)
• Kriging-assisted topology optimization of crash structures (Q1987933) (← links)
• Topology optimization for auxetic metamaterials based on isogeometric analysis (Q1988036) (← links)
• Topology optimization of thermal conductive support structures for laser additive manufacturing (Q1988083) (← links)
• VCUT level set method for topology optimization of functionally graded cellular structures (Q1988155) (← links)
• Topology optimization of shell-infill structures using an erosion-based interface identification method (Q1988202) (← links)
• Generalized hole nucleation through BESO for the level set based topology optimization of multi-material structures (Q1988212) (← links)
• Explicit and efficient topology optimization of frequency-dependent damping patches using moving morphable components and reduced-order models (Q1988239) (← links)
• Variational approach to relaxed topological optimization: closed form solutions for structural problems in a sequential pseudo-time framework (Q1988251) (← links)
• Structural shape optimization of three dimensional acoustic problems with isogeometric boundary element methods (Q1988258) (← links)
• A level-set topological optimization method to analyze two-dimensional thermal problem using BEM (Q1988837) (← links)
• Control of minimum member size in parameter-free structural shape optimization by a medial axis approximation (Q1990771) (← links)
• Optimized growth and reorientation of anisotropic material based on evolution equations (Q1990835) (← links)
• Topology optimization for fluid flows using the MPS method incorporating the level set method (Q1999769) (← links)
• Topology optimization of frequency dependent viscoelastic structures via a level-set method (Q2008535) (← links)
• A NURBS-based finite cell method for structural topology optimization under geometric constraints (Q2010306) (← links)
• A modified leaky ReLU scheme (MLRS) for topology optimization with multiple materials (Q2010687) (← links)
• An energy-based method for interface connectivity of incompatible microstructures through parametric modeling (Q2020297) (← links)
• Stress constrained multi-material topology optimization with the ordered SIMP method (Q2020742) (← links)
• Non-probabilistic reliability-based topology optimization (NRBTO) scheme for continuum structures based on the parameterized level-set method and interval mathematics (Q2020767) (← links)
• Topology optimization of dynamic acoustic-mechanical structures using the ersatz material model (Q2020996) (← links)
• Three-dimensional topology optimization of auxetic metamaterial using isogeometric analysis and model order reduction (Q2021119) (← links)
• Simultaneous material, shape and topology optimization (Q2021144) (← links)
• Topology optimization with precise evolving boundaries based on IGA and untrimming techniques (Q2021237) (← links)
• A single variable-based method for concurrent multiscale topology optimization with multiple materials (Q2021863) (← links)
• A novel diffuse-interface model and a fully-discrete maximum-principle-preserving energy-stable method for two-phase flow with surface tension and non-matching densities (Q2021906) (← links)
• Reverse shape compensation via a gradient-based moving particle optimization method (Q2021930) (← links)
• Spectral decomposition for graded multi-scale topology optimization (Q2021941) (← links)
• A new level set based multi-material topology optimization method using alternating active-phase algorithm (Q2021943) (← links)
• Topological design of pentamode metamaterials with additive manufacturing (Q2021977) (← links)
• Body-fitted topology optimization of 2D and 3D fluid-to-fluid heat exchangers (Q2022000) (← links)
• A projective transformation-based topology optimization using moving morphable components (Q2022001) (← links)
• An efficient 3D homogenization-based topology optimization methodology (Q2033647) (← links)
• Sensitivity of the second order homogenized elasticity tensor to topological microstructural changes (Q2045078) (← links)