Methods based on shape derivative for the optimal design on annulus (CROSBI ID 698355)
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Podaci o odgovornosti
Kunštek, Petar ; Vrdoljak, Marko
engleski
Methods based on shape derivative for the optimal design on annulus
A multiple state optimal design problem for stationary diffusion equation with two isotropic phases is considered. Aim is to determine distribution of phases such that energy functional is maximized and to find some classes of optimal design problems on an annulus with classical solutions. First order shape derivative results for the considered problem are used in numerical implementations.
optimal design ; homogenization ; shape derivative ; gradient method
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Podaci o prilogu
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Podaci o skupu
VIII Partial differential equations, optimal design and numerics
predavanje
18.08.2019-30.08.2019
Benasque, Španjolska