IUTAM Symposium on Topological Design Optimization of Structures, Machines and Materials

Level Sets, FEM and Sound.- Coupling the Level Set Method and the Topological Gradient in Structural Optimization.- Parametric Shape and Topology Optimization with Radial Basis Functions.- Generalized Shape Optimization Using X-FEM and Level Set Methods.- Topology Design of Three-Dimensional Structures Using Hybrid Finite Elements.- Topology Optimization of Vibrating Bi-Material Structures with Respect to Sound Radiation.- Classics Revisited.- Force Fields within Michell-Like Cantilevers Transmitting a Point Load to a Straight Support.- Reflections on Truss and Continuum Topology Optimal Designs.- Some Basic Issues of Topology Optimization.- Composites and Cellular Structures.- On Discrete Material Optimization of Laminated Composites Using Global and Local Criteria.- Analysis and Continuum Topology Optimization of Periodic Solids with Linearized Elastic Buckling Criterion.- Design of Cellular Structure for Optimum Efficiency of Heat Dissipation.- Layout of Tileable Multistable Structures Using Topology Optimization.- Topology Optimization of Dispersion Properties in Optical Fibres.- Optimal Design with Small Contrast.- Eigenfrequency and Buckling Optimization of Laminated Composite Shell Structures Using Discrete Material Optimization.- Effect of Internal Length Scale on Optimal Topologies for Cosserat Continua.- Mathematical Programming and Modelling.- Cellular Automata Paradigm for Topology Optimisation.- A one Shot Approach to Topology Optimization with Local Stress Constraints.- A Concept for Global Optimization of Topology Design Problems.- Image Processing Ideas and Level Sets.- Impedance Imaging for Inhomogeneities of Low Volume Fraction.- The Phase-Field Method in Optimal Design.- Level Set Based Shape Optimization of Geometrically Nonlinear Structures.- Industry and Software.- Industrial Implementation and Applications of Topology Optimization and Future Needs.- Recent Developments in the Commercial Implementation of Topology Optimization.- Mechanisms and Multiphysics.- Configuration Design of Rigid Link Mechanisms by an Optimization Method: A First Step.- The Pressure Load Problem Re-Visited.- Topology Optimization in Magnetic Fields.- Electro-Mechanical Topology Optimization Considering Non-Matching Meshes.- Waves.- Structural Topology Optimization of Mechanical Resonators, Actuators and Sensors.- Topology Optimization of Wave Transducers.- Optimal Mode Coupling in Simple Planar Waveguides.- Geometry Modelling.- Topology Optimization by Penalty (TOP) Method.- Topology Optimization with CAMD for Structures Undergoing Finite Deformation.- Spectral Level Set Methodology in the Design of a Morphing Airfoil.- Acoustics and Fluids and Actuators.- Topology Optimization for Acoustic-Structure Interaction Problems.- Topology Optimization of Mass Distribution Problems in Stokes Flow.- Topology Optimization for Acoustic Problems.- Topology Optimization of Wave-Propagation Problems.- Topology Optimization of Piezoelectric Actuators Considering Geometric Nonlinearities.- Mathematical Programming Issues.- The Worst-Case Multiple Load FMO Problem Revisited.- Simultaneous Optimization of Truss Topology and Geometry, Revisited.- Topology Optimization by Sequential Integer Linear Programming.- Bio.- Bio-Inspired Material Design and Optimization.- Protein Sequence Design on the Basis of Topology Optimization Techniques.- Topological Derivatives, Reliability, and Other Features.- Topological-Shape Sensitivity Method: Theory and Applications.- Topological Derivatives for Contact Problems.- Reliability-Based Topology Optimization (RBTO).- A Feature-Based Structural Topology Optimization Method.- Composites and Graded Materials.- Design of Fiber Reinforced Shafts Subject to Local Stress Constraints Through Inverse Homogenization.- Hierarchical Optimization of Material and Structure for Thermal Transient Problems.- Optimization of Foam Filled Structures Using Gradient Algorithms.- Fluids and Materials.- The Darcy-Stokes Topology Optimization Problem.- Topology Optimization of Fluid Problems by the Lattice Boltzmann Method.- A Class of Optimal Two-Dimensional Multimaterial Conducting Laminates.- New Approaches.- Multidisciplinary Topology Design and Partial Differential Games.- Coupling Topological Gradient and Gauss-Newton Method.