2018
DOI: 10.1016/j.compstruct.2018.05.145
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A modified topological sensitivity analysis extended to the design of composite multidirectional laminates structures

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Cited by 12 publications
(6 citation statements)
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“…As solver was used a modified version of well known viscous-inviscid flow analysis code XFoil. Details of this work can be found in Section 2.11 In the work of (Sousa et al, 2018) two main problems were analyzed, namely the optimal design of multilayered composite laminates and the topological sensitivity analysis in anisotropic elastostatics. Regarding the composite design, minimal weight structures subjected to bending and Hoffmann failure criteria constraints are considered, where the design variables are the shape/topology of each ply and the stacking sequence.…”
Section: Other Optimization Techniques: Crs Algorithm and Topological...mentioning
confidence: 99%
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“…As solver was used a modified version of well known viscous-inviscid flow analysis code XFoil. Details of this work can be found in Section 2.11 In the work of (Sousa et al, 2018) two main problems were analyzed, namely the optimal design of multilayered composite laminates and the topological sensitivity analysis in anisotropic elastostatics. Regarding the composite design, minimal weight structures subjected to bending and Hoffmann failure criteria constraints are considered, where the design variables are the shape/topology of each ply and the stacking sequence.…”
Section: Other Optimization Techniques: Crs Algorithm and Topological...mentioning
confidence: 99%
“…A new approach for Topological Sensitivity Analysis is presented in (Sousa et al, 2018) applied to composite structural design. Topological Sensitivity Analysis allows for the assessment of the sensitivity of both the objective function and the constraints when the problem definition domain changes shape and/or topology.…”
Section: Topological Sensitivity Analysis Applied To Composite Struct...mentioning
confidence: 99%
“…Sousa et al (2018) [230] analysed the design of multilayered composite laminates and the topological sensitivity in anisotropic elastistatics, considering the shape/topology of each ply and the stacking sequence as the design variables. To do so, the authors combined a topological sensitivity analysis and an ACO algorithm.…”
Section: Topology Optimizationmentioning
confidence: 99%
“…The focal point of research in this area has been the inclusion of design variables and their efficient management. From a physical perspective, this means the addition of material properties, such as the strength of the material [130], the orientation of the fibre reinforcements [87,98,99,130,178,179,202,216,224,230,248,292,293], lamination parameters [246,247] or information on the microstructure of the composite and its influence on a macro-scale level [13,83,85,109,134,176,261,270,272,[276][277][278][288][289][290], the inclusion of multiple materials [177,234,291], and manufacturing or process constraints [111]. A topic of research scarcely explored is the inclusion of fracture or damage predictive models in the topology optimization of composites, only referred in [130] where the authors used the Tsai-Hill failure criteria, which was imposed as a maximum stress constraint.…”
Section: Topology Optimizationmentioning
confidence: 99%
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