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Mircea Birsan
Mircea Birsan
Prof. Dr. habil., Faculty of Mathematics, University Duisburg-Essen, Germany
Verified email at uni-due.de
Title
Cited by
Cited by
Year
Deformation analysis of functionally graded beams by the direct approach
M Bīrsan, H Altenbach, T Sadowski, VA Eremeyev, D Pietras
Composites Part B: Engineering 43 (3), 1315-1328, 2012
1472012
Mechanical behavior of sandwich composite beams made of foams and functionally graded materials
M Bıˆrsan, T Sadowski, L Marsavina, E Linul, D Pietras
International Journal of Solids and Structures 50 (3-4), 519-530, 2013
862013
Cosserat-type rods
H Altenbach, M Bīrsan, VA Eremeyev
Generalized Continua from the Theory to Engineering Applications, 179-248, 2013
592013
Existence of minimizers in the geometrically non-linear 6-parameter resultant shell theory with drilling rotations
M Birsan, P Neff
Mathematics and Mechanics of Solids 19 (4), 376-397, 2014
582014
Numerical treatment of a geometrically nonlinear planar Cosserat shell model
O Sander, P Neff, M Birsan
Computational Mechanics 57, 817-841, 2016
452016
On a thermodynamic theory of rods with two temperature fields
H Altenbach, M Bīrsan, VA Eremeyev
Acta Mechanica 223 (8), 1583-1596, 2012
432012
Existence theorem for geometrically nonlinear Cosserat micropolar model under uniform convexity requirements
P Neff, M Bīrsan, F Osterbrink
Journal of Elasticity 121 (1), 119-141, 2015
382015
Thermal stresses in cylindrical Cosserat elastic shells
M Bīrsan
European Journal of Mechanics-A/Solids 28 (1), 94-101, 2009
372009
The solution of Saint-Venant's problem in the theory of Cosserat shells
M Bīrsan
Journal of Elasticity 74 (3), 185-214, 2004
362004
A bending theory of porous thermoelastic plates
M Bīrsan
Journal of thermal stresses 26 (1), 67-90, 2003
362003
On the theory of porous elastic rods
M Bīrsan, H Altenbach
International journal of solids and structures 48 (6), 910-924, 2011
352011
Multilayered and FGM structural elements under mechanical and thermal loads. Part I: Comparison of finite elements and analytical models
T Sadowski, M Birsan, D Pietras
Archives of civil and mechanical engineering 15 (4), 1180-1192, 2015
332015
Existence theorems in the geometrically non-linear 6-parameter theory of elastic plates
M Bīrsan, P Neff
Journal of Elasticity 112, 185-198, 2013
312013
On Saint-Venant’s principle in the theory of Cosserat elastic shells
M Bīrsan
International journal of engineering science 45 (2-8), 187-198, 2007
302007
Existence and uniqueness of weak solution in the linear theory of elastic shells with voids
M Birsan
LIBERTAS MATHEMATICA (vol. I-XXXI) 20, 95-106, 2000
282000
Sum of squared logarithms-an inequality relating positive definite matrices and their matrix logarithm
M Bīrsan, P Neff, J Lankeit
Journal of Inequalities and Applications 2013, 1-16, 2013
262013
On the theory of elastic shells made from a material with voids
M Bīrsan
International journal of solids and structures 43 (10), 3106-3123, 2006
232006
The Isotropic Cosserat Shell Model Including Terms up to . Part II: Existence of Minimizers
ID Ghiba, M Bīrsan, P Lewintan, P Neff
Journal of Elasticity 142 (2), 263-290, 2020
222020
Refined dimensional reduction for isotropic elastic Cosserat shells with initial curvature
M Birsan, ID Ghiba, RJ Martin, P Neff
Mathematics and Mechanics of Solids 24 (12), 4000-4019, 2019
222019
Theory of thin thermoelastic rods made of porous materials
M Bīrsan, H Altenbach
Archive of Applied Mechanics 81, 1365-1391, 2011
222011
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