Stationary Points of Poisson’s Ratio of Six-Constant Tetragonal Crystals AT Particular Orientations

The present study analyzes stationary points and values of Poisson’s ratio of six-constant tetragonal crystals for particular cases and orientations using Euler’s angles parametrization. Poisson’s ratio stationary values, points coordinates and their kind are obtained with use of well-known experimental data on elasticity coefficients. Analysis on angular dependencies of Poisson’s ratio performed for several crystals.

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Publication Details

Journal
Mechanics of Solids
Published
2024-10-01
DOI
https://doi.org/10.1134/s0025654424606244
Citations
2
Primary Topic
Cellular and Composite Structures
Type
article
Field-Weighted Citation Impact
0.43
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article

Stationary Points of Poisson’s Ratio of Six-Constant Tetragonal Crystals AT Particular Orientations

Mikhail A. Volkov
2 citations
Mechanics of Solids
Cellular and Composite Structures
0.43
article

Stationary Points of Poisson’s Ratio of Six-Constant Tetragonal Crystals AT Particular Orientations

Mikhail A. Volkov
article en
2 citations

Abstract

The present study analyzes stationary points and values of Poisson’s ratio of six-constant tetragonal crystals for particular cases and orientations using Euler’s angles parametrization. Poisson’s ratio stationary values, points coordinates and their kind are obtained with use of well-known experimental data on elasticity coefficients. Analysis on angular dependencies of Poisson’s ratio performed for several crystals.

Mechanics of SolidsVol. 59(5)
Institute for Problems in Mechanics (RU)
Openalex Percentile: Top 40%
Cellular and Composite Structures
0.43
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