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In the present paper, structural topology optimization considering the uncertainty of boundary variations is considered via level set approach.
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Type 1A variations are considered minor changes.
Neumann boundary condition is considered.
A unit gradient boundary (UG) is considered at the bottom boundary of the monolithic cover.
Shape variation of the external and zone-interface boundary is considered.
The vessel surface boundary is considered in the next section.
The problem of variation of the sound power output of noise sources due to reflecting boundaries and elastic scatterers is considered experimentally and numerically.
Will the accuracy obtained from this arbitrary boundary increase if a larger region is considered?
An index of 30 is considered the lower boundary of obesity.
The thermal structure obtained in our study is considered to define the lithosphere-asthenosphere boundary (LAB) of the NCC, and reflects the density variations within the mantle lithosphere.
Two boundary conditions are considered.
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