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This paper deals with an application of the method of coefficient of variation to the characteristic analysis of the statistical distributions of material properties, including ultimate strength or fatigue limit, failure rates and structural/material reliability.
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It is very important that the research method of friction coefficient put forward by this paper for the first time.
However, the method of the coefficient of variation has the advantage that it is much simpler to use than the Taylor expansion method.
By means of a numerical example, it is shown that the method of the coefficient of variation can give an identical result to that of the Taylor expansion method.
In this paper a new approach, MPDE-aided method of undetermined coefficient, is proposed to design high-order finite difference schemes.
To this end, the proposed method is defined, instead of the common ordinary least squares method of estimating coefficients of the response surface, to decrease the effects of two main causes of the imprecise estimation of coefficients, outliers, and trends in residuals.
A faster computing method of inbreeding coefficients has been developed by Tier [ 3] and Meuwissen and Luo [ 4], where inbreeding coefficients are computed as a subset of the A matrix.
Based on the remainder theorem, it is sometimes called the method of detached coefficients.
Method of displacement coefficients [ASCE/SEI 41-13 20133)].
We will use the method of frozen coefficients.
To obtain more information about the calculation method of these coefficients, the reader can refer to [37, 38].
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