Sentence examples for material distributions on from inspiring English sources

Numerical results highlight the effect of different material distributions on natural frequencies and mode shapes and the accuracy of the proposed models.

Detailed parametric investigation is carried out to examine the influences of boundary conditions, geometric parameters and material distributions on the natural frequencies of the spherical shells.

A model that can decouple the effects associated to the geometrical arrangement, shape and size of the particles together with material distribution on one side and the material properties on the other can give a relevant improvement in the understanding of the underlying processes.

This optimum design is used as the initial design to perform topology optimization based on a density approach to study the effects of material distribution on structural performances.

This paper presents the combined effects of relative density and material distribution on the elastic constants and the yield strengths of metallic honeycombs.

Numerical results of the sinusoidal, third-order, first-order and classical theories are presented to show the effect of material distribution on the deflections and stresses.

We instead provide numerical results to show the combined effects of relative density and material distribution on the initial and full yield strengths and all the five independent elastic constants of metallic honeycombs.

Some numerical results are presented to investigate effects of different parameters including temperature changes, material length scale parameter, beam thickness, Poisson's ratio and power index of material distribution on the FG microbeam behavior.

The observation and comparison of the marker material distribution on different cross-sections of butt-weld specimens revealed that there were two main material flow patterns in stir zone of 2024-T4 alloynium alloy butt welds in UVeFSW, i.e., the continuous flow (upper one third of weld) and the non-continuous flow (lower two thirds of weld).

The purpose of this study took advantage of the topology optimization in the finite element (FE) method to look for redundant material distribution on a dental threaded implant and redesigned a new implant macrogeometry with the evaluation of its biomechanical functions.

As a conclusion from these thought experiments, optimality of Nox1's RtRS critically depends on the material distribution of subunits and on a fine-tuned balance between the rates in the reversible reactions of the system.