One-dimensional models of fourth and sixth orders for rods derived from three-dimensional elasticity
2017,
Pruchnicki Erick
Mathematics and mechanics of solids |
article |
|
A fifth order model for shells which combines
bending, stretching and transverse shearing
deduced from three-dimensional elasticity.
2016,
Pruchnicki Erick
Mathematics and mechanics of solids |
article |
|
The evolution of knowledge transfer and the location of a multinational corporation: theory and mathematical model
2015,
Leszczynska Dorota; Pruchnicki Erick
The Multinational business review |
article |
|
Two-dimensional model for the combined bending, stretching and shearing of shells: A general approach and application to laminated cylindrical shells derived from three-dimensional elasticity
2014,
Pruchnicki Erick
Mathematics and Mechanics of Solids |
article |
|
Two-dimensional model of order h5 for the combined bending, stretching, transverse shearing and transverse normal stress effect of homogeneous plates derived from three-dimensional elasticity
2014,
Pruchnicki Erick
Mathematics and Mechanics of Solids |
article |
|
Mathematical Model of the Influence of Knowledge Transfer on the Location Choice of a Multinational Company
2013,
Leszczynska Dorota; Pruchnicki Erick
British Journal of Economics, Management & Trade |
article |
|
Two-dimensional model of fifth order in thickness for plates
2013,
Pruchnicki Erick
SSTA The 10th Conference-2013 |
communication |
|
One-dimensional model for the combined bending, stretching, shearing and torsion of rods derived from three-dimensional elasticity
2012,
Pruchnicki Erick
Mathematics and Mechanics of Solids |
article |
|
One-dimensional model for the combined bending, stetching, shearing and torsion of laminated rods derived from three-dimensional elasticity
2012,
Pruchnicki Erick
ESMC 2012, 8th european solid mechanics conference |
communication |
|
Two-dimensional model for the combined bending, stretching and transverse shearing of laminated plates derived from three-dimensional elasticity
2011,
Pruchnicki Erick
Mathematics and Mechanics of Solids |
article |
|
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