2022
DOI: 10.1007/s00158-022-03213-0
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An efficient method for shape and topology optimization of shell structures

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Cited by 18 publications
(3 citation statements)
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“…( 23) is the reaction-diffusion equation and level set functions φ k have the upper and lower limits that impose to regularize optimization problem [45]. The finite element (FE) method is employed to solve the reactiondiffusion equation, and further details regarding the computational procedure and the update of the Lagrange multiplier for the volume constraint can be found in one of the authors' works [44,46]. During the topology optimization process, an Ersatz material model is utilized to represent the structural boundaries of the resin material and fiber reinforcement in CCF-reinforced composite structures, where the element density ρ k e is defined as…”
Section: Two-materials Topology Optimization For Ccf-reinforced Compo...mentioning
confidence: 99%
See 1 more Smart Citation
“…( 23) is the reaction-diffusion equation and level set functions φ k have the upper and lower limits that impose to regularize optimization problem [45]. The finite element (FE) method is employed to solve the reactiondiffusion equation, and further details regarding the computational procedure and the update of the Lagrange multiplier for the volume constraint can be found in one of the authors' works [44,46]. During the topology optimization process, an Ersatz material model is utilized to represent the structural boundaries of the resin material and fiber reinforcement in CCF-reinforced composite structures, where the element density ρ k e is defined as…”
Section: Two-materials Topology Optimization For Ccf-reinforced Compo...mentioning
confidence: 99%
“…As described in section 2, in the two-material topology optimization process of CCF-reinforced composite structures, the structural boundaries of the resin material and fiber reinforcement are represented by the zero-contour of level set functions. To accurately represent the structural boundary of an optimal design, the cutting method, presented in two of the authors' works [42,[46][47][48][49][50], is used. In this method, the zero-contour of level set functions k,i .…”
Section: Generation Of Stl Modelsmentioning
confidence: 99%
“…Commonly used stiffener configurations include orthogonal stiffeners (Lee and Kim, 1998;Van Dung and Chan, 2017), triangular stiffeners (Rahimi et al, 2013;Wang and Abdalla, 2015), Kagome stiffeners (Semmani et al, 2020) and oblique orthogonal stiffeners (Quan et al, 2019;Duc et al, 2020). To obtain innovative configurations of the stiffeners of the integrally stiffened shells, topology optimization gradually becomes an important and popular approach in recent years (Hassani et al, 2013;Shimoda et al, 2023;Ho-Nguyen-Tan and Kim, 2022) proposed an efficient method for shape and topology optimization of shell structures based on the level set method (Zhu et al, 2016). reviewed the recent advances of topology optimization techniques applied in aircraft and aerospace structures design, and various successful applications of aeronautic and astronautic engineering using topology optimization were introduced.…”
Section: Introductionmentioning
confidence: 99%