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Rainer Glüge (1980-)

Ingenieur

Name	Rainer Glüge
Time	1980- (Date of birth and death)
Place	Magdeburg (Geburtsort) Deutschland
Gender	männlich
Academic degree	Dr.-Ing.
Profession	Ingenieur (characteristic profession)
Further information	Dissertation, Fachbereich Maschinenbau der Universität Magdeburg, 2009
Source	AM Metadaten
Record type	Person
GND-Identifier	140769129
Record ID	140769129
Involved in show all Material plasticity – Development of stiffness tetrads in fiber‐reinforced materials with large plastic deformations Size effects in numerical homogenization of polycrystalline silicon Deformation analysis of friction welded hybrid structures Homogenization methods : effective properties of composites Homogenization Methods : Effective Properties of Composites Homogenization Methods : Effective Properties of Composites Correction to: On the Difference Between the Tensile Stiffness of Bulk and Slice Samples of Microstructured Materials Uniqueness theorem in coupled strain gradient elasticity with mixed boundary conditions A systematic approach to reduce the independent tensor components by symmetry transformations: a commented translation of “Tensors and Crystal Symmetry” by Carl Hermann Inverse Hooke's law and complementary strain energy in coupled strain gradient elasticity Hashin-Shtrikman Bounds of Cubic Crystalline Aggregate Elasticity for poly-Si Solar Cells Framework for modelling the elastoplastic behaviour of friction welded lightweight structures under tension Evolution of the stiffness tetrad in fiber-reinforced materials under large plastic strain : material plasticity Framework for modelling the elastoplastic behaviour of friction welded lightweight structures under tension Homogenisierungsmethoden : effektive Eigenschaften von Kompositen Homogenisierungsmethoden : Effektive Eigenschaften von Kompositen Inverse Hooke's law and complementary strain energy in coupled strain gradient elasticity Positive definiteness in coupled strain gradient elasticity Positive definiteness in coupled strain gradient elasticity Evolution of the stiffness tetrad in fiber-reinforced materials under large plastic strain : Material plasticity On the Difference Between the Tensile Stiffness of Bulk and Slice Samples of Microstructured Materials On the Derivation of Hooke’s Law for Plane State Conditions On the difference between the tensile stiffness of bulk and slice samples of microstructured materials Material plasticity to track the elastic anisotropy at finite strains Beiträge zur analytischen und numerischen Homogenisierung in der Materialmodellierung Solid Mechanics : Theory, Modeling, and Problems Solid Mechanics : Theory, Modeling, and Problems Festkörpermechanik Elastic modelling of deformation twinning on the microscale A pseudoelastic model for mechanical twinning on the microscale Elastic modelling of deformation twinning on the microscale Texture evolution and Swift effect in NiAl Implementierung eines geometrisch nichtlinearen isotropen viskoplastischen Materialmodells zur Beschreibung des Portevin-Le Chatelier-Effektes in das Finite-Elemente-System ABAQUS Implementierung eines geometrisch nichtlinearen isotropen viskoplastischen Materialmodells zur Beschreibung des Portevin-Le Chatelier-Effektes in das Finite-Elemente-System ABAQUS

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Katalog der Deutschen Nationalbibliothek

Rainer Glüge (1980-)

Material plasticity – Development of stiffness tetrads in fiber‐reinforced materials with large plastic deformations

Size effects in numerical homogenization of polycrystalline silicon

Deformation analysis of friction welded hybrid structures

Homogenization methods : effective properties of composites

Homogenization Methods : Effective Properties of Composites

Homogenization Methods : Effective Properties of Composites

Correction to: On the Difference Between the Tensile Stiffness of Bulk and Slice Samples of Microstructured Materials

Uniqueness theorem in coupled strain gradient elasticity with mixed boundary conditions

A systematic approach to reduce the independent tensor components by symmetry transformations: a commented translation of “Tensors and Crystal Symmetry” by Carl Hermann

Inverse Hooke's law and complementary strain energy in coupled strain gradient elasticity

Hashin-Shtrikman Bounds of Cubic Crystalline Aggregate Elasticity for poly-Si Solar Cells

Framework for modelling the elastoplastic behaviour of friction welded lightweight structures under tension

Evolution of the stiffness tetrad in fiber-reinforced materials under large plastic strain : material plasticity

Framework for modelling the elastoplastic behaviour of friction welded lightweight structures under tension

Homogenisierungsmethoden : effektive Eigenschaften von Kompositen

Homogenisierungsmethoden : Effektive Eigenschaften von Kompositen

Inverse Hooke's law and complementary strain energy in coupled strain gradient elasticity

Positive definiteness in coupled strain gradient elasticity

Positive definiteness in coupled strain gradient elasticity

Evolution of the stiffness tetrad in fiber-reinforced materials under large plastic strain : Material plasticity

On the Difference Between the Tensile Stiffness of Bulk and Slice Samples of Microstructured Materials

On the Derivation of Hooke’s Law for Plane State Conditions

On the difference between the tensile stiffness of bulk and slice samples of microstructured materials

Material plasticity to track the elastic anisotropy at finite strains

Beiträge zur analytischen und numerischen Homogenisierung in der Materialmodellierung

Solid Mechanics : Theory, Modeling, and Problems

Solid Mechanics : Theory, Modeling, and Problems

Festkörpermechanik

Elastic modelling of deformation twinning on the microscale

A pseudoelastic model for mechanical twinning on the microscale

Elastic modelling of deformation twinning on the microscale

Texture evolution and Swift effect in NiAl

Implementierung eines geometrisch nichtlinearen isotropen viskoplastischen Materialmodells zur Beschreibung des Portevin-Le Chatelier-Effektes in das Finite-Elemente-System ABAQUS

Implementierung eines geometrisch nichtlinearen isotropen viskoplastischen Materialmodells zur Beschreibung des Portevin-Le Chatelier-Effektes in das Finite-Elemente-System ABAQUS