Browsing by Author "Rubin, M. B."

eLibrary

eLibrary Home ➤
Browsing by Author

Browsing by Author "Rubin, M. B."

Now showing items 1-14 of 14

CALCULATION OF HYPERELASTIC RESPONSE OF FINITELY DEFORMED ELASTIC-VISCOPLASTIC MATERIALS

Rubin, M. B.; Attia, A. (Internationa Journal for Numerical methods in Engineering , 1996)

[more]

[less]

URI: http://hdl.handle.net/123456789/3146

Files in this item: 1

Rubin[048].pdf ( 686.4Kb )
Efficient time integration of a viscoplastic model for shock waves

Rubin, M. B. (American Institute of Physics , 1990)

[more]

[less]

URI: http://hdl.handle.net/123456789/3141

Files in this item: 1

Rubin[028].pdf ( 192.7Kb )
An elastically orthotropic nonlinear thermoelastic-viscoplastic material

Rubin, M. B. (, 2009)

[more]

[less]

URI: http://hdl.handle.net/123456789/3109

Files in this item: 1

Orthotropic_Plastic_Material_1.pdf ( 106.9Kb )
AN ELASTIC-VISCOPLASTIC MODEL EXHIBITING CONTINUITY OF SOLID AND FLUID STATES

Rubin, M. B. (Pergamon , 1987)

[more]

[less]

URI: http://hdl.handle.net/123456789/3117

Files in this item: 1

Rubin[022].pdf ( 1.053Mb )
AN ELASTIC-VISCOPLASTIC MODEL FOR LARGE DEFORMATION

Rubin, M. B. (Pergamon , 1986)

[more]

[less]

URI: http://hdl.handle.net/123456789/3115

Files in this item: 1

Rubin[013].pdf ( 1.189Mb )
An Elastic-Viscoplastic Model for metals Subjected to High Compression

Rubin, M. B. (Journal of Applied Mechanics , 1987)

[more]

[less]

URI: http://hdl.handle.net/123456789/3116

Files in this item: 1

Rubin[019].pdf ( 655.9Kb )
Further Developments of Physically Based Invariants for Nonlinear Elastic Orthotropic Solids

Rubin, M. B.; Jabareen, M. (Springer , 2010)

[more]

[less]

URI: http://hdl.handle.net/123456789/2694

Files in this item: 1

RUBIN_Orthotropic_solids.pdf ( 229.5Kb )
On the relationship between phenomenological models for elastic-viscoplastic metals and polymeric liquids

Rubin, M. B.; Yarin, A. L. (ELSEVIER , 1993)

[more]

[less]

URI: http://hdl.handle.net/123456789/3143

Files in this item: 1

Rubin[036].pdf ( 625.9Kb )
ON THE TREATMENT OF ELASTIC DEFORMATION IN FINITEELASTIC-VISCOPLASTIC THEORY

Rubin, M. B. (Pergamon , 1996)

[more]

[less]

URI: http://hdl.handle.net/123456789/3147

Files in this item: 1

Rubin[051].pdf ( 921.7Kb )
Physical reasons for abandoning plastic deformation measures in plasticity and viscoplasticity theory

Rubin, M. B. (Warszawa , 2001)

[more]

[less]

URI: http://hdl.handle.net/123456789/3148

Files in this item: 1

Rubin[067].pdf ( 1.104Mb )
PLASTICITY THEORY FORMULATED IN TERMS OF PHYSICALLY BASED MICROSTRUCTURAL VARIABLES-PART II. EXAMPLES

Rubin, M. B. (Pergamon , 1994)

[more]

[less]

URI: http://hdl.handle.net/123456789/3145

Files in this item: 1

Rubin[039].pdf ( 1.171Mb )
PLASTICITY THEORY FORMULATED IN TERMSOF PHYSICALLY BASED MICROSTRUCTURAL VARIABLES-PART I. THEORY

Rubin, M. B. (Pergamon , 1994)

[more]

[less]

URI: http://hdl.handle.net/123456789/3144

Files in this item: 1

Rubin[038].pdf ( 1.662Mb )
Simple, Convenient Isotropic Failure Surface

Rubin, M. B. (, 2013)

[more]

[less]

URI: http://hdl.handle.net/123456789/3142

Files in this item: 1

Rubin[032].pdf ( 734.9Kb )
A time integration procedure for plastic deformation in elastic-viscoplastic metals

Rubin, M. B. (Journal of Applied Mechanics , 1989)

[more]

[less]

URI: http://hdl.handle.net/123456789/3140

Files in this item: 1

Rubin[026].pdf ( 1.244Mb )

Now showing items 1-14 of 14

© Copyright 2008 Faculty of Mathematics, University of Belgrade

Address: Studentski trg 16
Phone: (+381) 011 2027 801
Fax: (+381) 011 2630 151
E-mail: matf@matf.bg.ac.yu

Bank account: 840-181 5666-68
PIB: 100046603

HOME
CONTACT

Visits:
Since May 14th, 2010.

COPYRIGHT STATEMENT

Educational and scientific institutions are encouraged to reproduce and distribute these materials for educational use free of charge as long as credit and notification are provided. For any other purpose except educational or scientific, such as commercial etc, use of these materials is prohibited without prior written permission.
Readers may download papers for personal or educational or scientific use only, and not for any kind of commercial use. Illustrations can be used only as a part of the papers and by no means can be reused for any purpose without the permission of the owner of the copyrights.