Orientation preservation and convergence of Newton-Raphson with the Blatz-Ko hyperelastic compressible model

被引：0

作者：

Préservation de l'orientation et convergence de Newton-Raphson avec le modèle hyperélastique compressible de Blatz-Ko

机构：

[1] Peyraut, François

[2] Labed, Nadia

来源：

| 2001年 / Taylor and Francis Ltd.卷 / 10期

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D O I：

10.1080/12506559.2001.9737561

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摘要：

引用

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[1] Orientation preservation and Newton-Raphson convergence in the case of an hyperelastic sphere subjected to an hydrostatic pressure
Peyraut, F
COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING, 2003, 192 (9-10) : 1107 - 1117
[2] THE BLATZ-KO MATERIAL MODEL AND HOMOGENIZATION
BOLZON, G
VITALIANI, R
ARCHIVE OF APPLIED MECHANICS, 1993, 63 (4-5) : 228 - 241
[3] Loading restrictions for the Blatz-Ko hyperelastic model - application to a finite element analysis
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[4] Nonlinear eigenstrain analysis for compressible Blatz-Ko solids
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[5] A general convergence condition of the Newton-Raphson algorithm applied to compressible hyperelasticity
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[6] Remarks on ellipticity for the generalized Blatz-Ko constitutive model for a compressible nonlinearly elastic solid
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[7] Solution of large deformation contact problems with friction between Blatz-Ko hyperelastic bodies
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[8] Solution of large deformation impact problems with friction between Blatz-Ko hyperelastic bodies
Feng, ZQ
Magnain, B
Cros, JM
INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE, 2006, 44 (1-2) : 113 - 126
[9] Influence of the cavitation on the stress-strain fields of compressible Blatz-Ko materials at finite deformation
Kakavas, PA
INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES, 2002, 39 (03) : 783 - 795
[10] The convergence of Newton-Raphson iteration with Kepler's equation
Charles, ED
Tatum, JB
CELESTIAL MECHANICS & DYNAMICAL ASTRONOMY, 1997, 69 (04): : 357 - 372

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