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Creators/Authors contains: "Chandel, Ayushi"

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  1. This articles intent is to convey that a weighted nonconformal nonlocal average is computationally tractable and has potential to predict a more accurate statistical spread in FIP values than other mesh independent nonlocal approaches considered. 
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  2. In engineering, thermal, and mechanical field quantities (i.e., stress, deformation, temperature) are calculated at every point in a complex structure to ensure quality performance before costly manufacturing. These calculations are often performed using finite element analysis. However, for determination of some performance metrics (usually relating to fracture), a local measure at every point is insufficient—as a larger (nonlocal) region of the structure affects values at a single point. The code here calculates nonlocal results without modifying the finite element software source code. The code is parallelized for large calculations typical of finite element analysis problems. 
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