2026-10-15T06:09:29Z https://data.mendeley.com/oai

oai:data.mendeley.com/j3725y5fmg.2 2026-03-18T07:23:20Z

Buroni, Julieta MATLAB code for Log-Euclidean Estimates of Piezoelectric Polycrystals Mendeley Data This repository contains the supplementary material for the research article: "A Fast Log-Euclidean One-Point Estimate for Coupled Electromechanical Polycrystals: Spectral Bounds, Inversion Consistency, and Limits of Loewner Ordering" (2026). It provides a MATLAB implementation of the log–Euclidean geometric-mean one-point estimate for coupled electromechanical polycrystals. The code computes texture coefficients, evaluates the Voigt average of the matrix logarithm of the 9×9 Kelvin–Mandel extended constitutive operator using closed-form orientation averages for tetragonal 4mm crystals, and returns the effective tensor via the matrix exponential. Additionally, the code computes the classical Voigt and Reuss estimates to define the bounds discussed in the study. The repository includes a reproducible workflow matching the algorithm reported in the associated manuscript. For detailed file descriptions and execution instructions, please refer to the README.md file included in the repository. Lead-Free Piezoelectric Ceramics Continuum Mechanics Spherical Harmonic Analysis Texture Analysis Buroni, Federico Dataset doi:10.17632/j3725y5fmg.2 oai:data.mendeley.com/j3725y5fmg.2 Creative Commons Attribution 4.0 International http://creativecommons.org/licenses/by/4.0 https://data.mendeley.com/datasets/j3725y5fmg 2026-03-18T07:23:20Z