Sentence examples for material distribution for from inspiring English sources

Based on this type of optimisation, it is possible to obtain an optimal material distribution for several applications and requirements.

Topology Optimisation (TO) is an optimisation type that calculates the optimal material distribution for a given problem.

Topology optimisation enables profound insight into the optimal material distribution for a given structural objective, applied loading and boundary conditions.

Numerical results are presented for optimum topological material distribution for shape morphing of piezoelectric plates subjected to mechanical loading, one channel electrical voltage and a combination of both mechanical and electrical loadings.

The first condition is an intrinsic condition ensuring better energy conversion efficiency between mechanical and electric energy for more piezoelectric material usage and the second one is an objective-dependent condition favoring a distinct void solid distribution over an intermediate material distribution for the same amount of piezoelectric material used.

Initial optimal material distributions for target steady-state surface profiles are determined.

Numerical results are presented for simply supported plates using different material distributions for both low and high order truncation orders.

This study presents a three-phase topology optimization model and an effective solution procedure to generate optimal material distributions for complex steel concrete composite structures.

Presented herein is a methodology for the multi-objective optimization of material distribution of functionally graded cylindrical shells for steady thermomechanical processes.

A numerical procedure is presented to determine the optimal material distribution of functionally graded material (FGM) for heat conduction problem.

The procedure applied in this paper is based in the evolutionary structural optimization (ESO) method, which has been successfully applied to several optimum material distribution problems but not for non-uniformly heated compliant mechanisms including conduction and convection effects.