Language Skills
Russian (upper intermediate), English (advanced)
Assignments
University of Miskolc, Hungary (1962-present)
1967-69 | Assistant Lecturer |
1969-85 | Research Fellow |
1985-92 | Senior Research Fellow |
1992-97 | Associate Professor |
1998- | Full Professor |
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Memberships
Central European Association for Computational Mechanics
Journal of Computational and Applied Mechanics, Local Editorial Council
Mathematical Notes Miskolc, Local Editorial Council
Committe of Theoretical and Applied Mechanics of the Hungarian Academy of Sciences
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Interests
Boundary Element Method, Variational Principles, Mechanics of Continua
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Five Representative Publications
Szeidl, G.: Dual variational principles in linear
micropolar elastostatics, Acta Techn. Hung. 93 (3-4), (1981)
[1983] 347-366.
Szeidl, G. - Kozák, I. : Complete solution for
stresses in terms of stress functions, Part I. Derivation from the principle
of virtual work , Technische Mechanik, 16(2), (1996), 147-168. ; Part II. Modification of variational
principles, Technische Mechanik, 16(3), (1996), 197-208.
Szeidl, G.: On Compatibility Conditions for Mixed
Boundary Value Problems, Technische Mechanik, 17(3), (1997),
245--262.
Szeidl, G. - Kelemen, K. - Szeidl, Á.: Natural
Frequencies of a Circular Arch -- Computations by the Use of Green Functions,
Publications of the University of Miskolc, Series D, Natural Sciences,
Mathematics, 38(1) (1998), 117--132.
Szeidl, G.: Boundary integral equations for plane problems -- remark
to the formulation for exterior regions,
Publications of the University of Miskolc, Series D, Natural Sciences,
Mathematics, 40(1) (1999), 79--88.
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Papers Downloadable in pdf-format -- click on the part of the title typeset in green
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Szeidl, G.:On Derivation of
Stress Functions in Micropolar Theory of Elasticity,
Acta Technica Acad. Sci. Hung., 104(1-3), (1991-92), 277-296.
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Kozák, I - Szeidl, G.:Complete Solution
for Stresses in Terms of Stress Functions Part I. Derivation from the Principle of Virtual Work,
Technische Mechanik, 16(2), (1996), 147--168.
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Kozák, I - Szeidl, G.:Complete Solution
for Stresses in Terms of Stress Functions Part II. Modification of Variational Principles,
Technische Mechanik, 16(3), (1996), 197--208.
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Szeidl, G.:On Compatibility Conditions
for Mixed Boundary Value Problems, Technische Mechanik, 17(3), (1997), 245--262.
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Szeidl, G. : On Compatibility Conditions
for Mixed Boundary Value Problems in Micropolar Theory of Elasticity, Publications
of the University of Miskolc, Series D, Natural Sciences, Mathematics,
37(1), (1997), 105-116.
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Szeidl, G. - Kelemen, K. - Szeidl, Á.: Natural Frequencies
of a Circular Arch -- Computations by the Use of Green Functions, Publications
of the University of Miskolc, Series D, Natural Sciences, Mathematics,
38(1), (1998), 117--133.
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Szeidl, G.: Boundary integral equations
for plane problems -- remark to the formulation for exterior regions, Publications of the University of Miskolc,
Series D, Natural Sciences, Mathematics, 40(5), (1999), 79--88.
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Szeidl, G.: Kinematic admissibility of strains
for some mixed boundary value problems in the dual system of micropolar theory of elasticity, Journal of Computational
and Applied Mechanics, 1(2), (2000), 191--203.
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Szeidl, G.: Boundary integral equations for
plane problems in terms of stress functions of order one, Journal of Computational
and Applied Mechanics, 2(2), (2001), 237--261.
- Szeidl, G. and Dudra, J.: BEM formulation for plane orthotropic bodies -- a modification for exterior regions and its proof. Periodica Polytechnica, Civil Engineering, 51(2), (2007), 23-35.
- Szeidl, G. and Dudra, J.: On the direct BEM formulation in the dual system of plane elasticity for orthotropic bodies, the first draft of a paper submitted to the journal Engineering Analysis with Boundary Elements on April 22, 2009.
- Szeidl, G., Dudra, J.: A direct boundary element formulation for the first plane problem in the dual system of micropolar elasticity, Computational Modeling and Advanced Simulations, June 30-July 3, 2009 Bratislava, Slovak Republic (accepted lecture, to appear in the conference CD).
- Szeidl, G. and Dudra, J.: Boundary integral equations for plane orthotropic bodies and exterior regions, Electronic Journal of Boundary Elements, 2009, (accepted, to appear this spring).
Lecture notes downloadable in pdf format
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Address
Department of Mechanics,
University of Miskolc,
Miskolc-Egyetemváros, Miskolc, Hungary 3515
http://www.mech.uni-miskolc.hu/staff/lecturers/G_Szeidl.html
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