Sentence examples for material distribution function from inspiring English sources

A concrete example is given when the material distribution function is assumed to be piecewise linear.

Instead of using conventional simply assumed power law material distribution functions, a generic material distribution function is used.

As a result, formulae describing the effective stress energy of one-material shallow shell and the material distribution function are explicitly derived.

In order to facilitate the evaluation of material distribution, these functions are classified into component function and constraint function.

Using the proposed formula and the texture inverse pole figure of the investigated material (obtained from orientation distribution function, ODF), the pitting susceptibility index (PSI) of the surface is predicted based on texture measurements.

The performance of the light guide inside the air layer between the curved reflector, used as the rear surface, and a flat light diffuse plate, at the front surface, depends on the shape of reflector curve and the BRDF (bidirectional reflectance distribution function) of the material of reflector.

The difference between the models is apparent in Supplemental Material, Figure 1: The empirical cumulative distribution function (ECDF) for GCA closely follows the experimental data, whereas the TEF ECDF provides an extremely poor fit.

Ceramic volume fraction design variables at control points whose coordinates are located along the plate thickness by Greville abscissae are used to describe the material distribution using the B-spline basis functions.

Here we derive a general formula for the uncorrelated triple junction distribution function (TJDF) for materials of arbitrary texture.

A method is presented to determine the misorientation probability distribution function in polycrystalline materials based on a known, analytical or numerical, representation of the associated orientation probability distribution function, i.e., texture.

Therefore, the maximum stress is an implicit function with respect to material distribution.