Bounds on effective moduli by analytical continuation of the Stieltjes function expanded at zero and infinity (Q1379506)
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scientific article; zbMATH DE number 1121153
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Bounds on effective moduli by analytical continuation of the Stieltjes function expanded at zero and infinity |
scientific article; zbMATH DE number 1121153 |
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Bounds on effective moduli by analytical continuation of the Stieltjes function expanded at zero and infinity (English)
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24 March 1998
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A continued fraction technique for the case of two Stieltjes series with nonzero radii of convergence is used to derive the inequalities for two- and three-point Padé approximants. The above inequalities allow to establish the new bounds on the effective transport coefficient of two-phase composite materials. It is the fifth paper of the authors on this original application of Padé approximation technique to estimate some characteristics of inhomogeneous media.
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two-phase composite
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materials modelling
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Padé approximation
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0.8386106
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0.83499867
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0.8329239
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