Weighted variational model for selective image segmentation with application to medical images
Selective image segmentation is an important topic in medical imaging and real
applications. In this paper, we propose a weighted variational selective image segmentation …
applications. In this paper, we propose a weighted variational selective image segmentation …
A novel subdomain level set method for structural topology optimization and its application in graded cellular structure design
A novel subdomain structural topology optimization method is proposed for the minimum
compliance problem based on the level sets with the parameterization of radial basis …
compliance problem based on the level sets with the parameterization of radial basis …
Topology optimization applications on engineering structures
A Kentli - Truss and Frames-Recent Advances and New …, 2020 - books.google.com
Over the years, several optimization techniques were widely used to find the optimum shape
and size of engineering structures (trusses, frames, etc.) under different constraints (stress …
and size of engineering structures (trusses, frames, etc.) under different constraints (stress …
Topology optimization of multimaterial distribution based on isogeometric boundary element and piecewise constant level set method
F Jiang, L Chen, J Wang, X Miao, H Chen - Computer Methods in Applied …, 2022 - Elsevier
Based on isogeometric boundary element method (IGA BEM) and piecewise constant level
set (PCLS) method, a new topology optimization approach is proposed to design the …
set (PCLS) method, a new topology optimization approach is proposed to design the …
Piecewise constant level set method for topology optimization of unilateral contact problems
A Myśliński - Advances in Engineering Software, 2015 - Elsevier
The paper deals with the structural optimization of the elastic body in unilateral contact with
a rigid foundation using the level set approach. A piecewise constant level set method is …
a rigid foundation using the level set approach. A piecewise constant level set method is …
A new level set method for topology optimization of distributed compliant mechanisms
SUMMARY A new level set method for topology optimization of distributed compliant
mechanism is presented in this study. By taking two types of mean compliance into …
mechanism is presented in this study. By taking two types of mean compliance into …
Convergence analysis of mixed finite element approximations to shape gradients in the Stokes equation
Eulerian derivatives of shape functionals in shape optimization can be written in two
formulations of boundary and volume integrals. The former is widely used in shape gradient …
formulations of boundary and volume integrals. The former is widely used in shape gradient …
Effective shape optimization of Laplace eigenvalue problems using domain expressions of Eulerian derivatives
S Zhu - Journal of Optimization Theory and Applications, 2018 - Springer
We consider to solve numerically the shape optimization models with Dirichlet Laplace
eigenvalues. Both volume-constrained and volume unconstrained formulations of the model …
eigenvalues. Both volume-constrained and volume unconstrained formulations of the model …
On some geometrical eigenvalue inverse problems involving the p-Laplacian operator
In this paper, we deal with some shape optimization geometrical inverse spectral problems
involving the first eigenvalue and eigenfunction of ap-Laplace operator, over a class of open …
involving the first eigenvalue and eigenfunction of ap-Laplace operator, over a class of open …
Topology optimization of steady Navier-Stokes flow via a piecewise constant level set method
X Dai, C Zhang, Y Zhang, M Gulliksson - Structural and Multidisciplinary …, 2018 - Springer
This paper presents a piecewise constant level set method for the topology optimization of
steady Navier-Stokes flow. Combining piecewise constant level set functions and artificial …
steady Navier-Stokes flow. Combining piecewise constant level set functions and artificial …