LISTA. states in published (2012). study of 692, (2009). (2009). a prestressed. to Mode

Transcription

1 Universitatea OVIDIUS Constanta Facultatea de Matematica si Informatica Departamentul de Matematicaa si Informatica Profesor dr. EDUARD-MARIUS CRACIUN LISTA DE LUCRARI 1. Cele mai relevante 10 articole pentru realizarile profesionale obtinute ulterior conferirii titlului de doctor in E.-M. Craciun, L Barbu, Compact closed form solution of the e incremental plane states in a prestressed elastic composite with an elliptical hole, Z Angew. Math. Mech., ZAMM, Article first published online: 144 NOV 2013 DOI: /zamm E.-M. Craciun, T. Sadowski, A. Rabaea, Stress concentration in an anisotropic body with three equal collinear cracks in Mode II of fracture. I. Analytical study, Z Angew. Math. Mech, ZAMM, Article first published online: 11 MAR DOI: : /zamm L. Marsavina, A. D. Nurse, L. Braescu, E. M. Craciun, Stress singularity of symmetric free-edge joints with elasto-plastic behaviour, Comp. Mat. Sci., 52(1), p , (2012). 4. T. Sadowski, L. Marsavina, E.-M. Craciun, M. Kneć, Modellingg and experimental study of parallel cracks propagation in an orthotropic elasticc material, Comp. Mat. Sci., 52(1), p , (2012). 5. T. Sadowski, L. Marsavina, N. Peride, E.-M. Craciun Crackss propagation and interaction in an orthotropic elastic material: Analytical and numerical methods, Comp. Mat. Sci, 46( (3), p , (2009). 6. A. Carabineanu, N. Peride, E. Rapeanu, E.M. Craciun Mathematical modelling of the interface crack. A new improved numerical model, Comp. Mat. Sci, 46(3), p , (2009). 7. N. Peride, A. Carabineanu, E.M. Craciun Mathematical modelling of the interface i crack propagation in a pre-stressed fiberr elastic composite, Comp. Mat. Sci., 45(3), p , (2009). 8. E. M. Craciun, A. Carabineanu u, N. Peride, Antiplane interface crack in a prestressed fiber-reinforced elastic composite, Comp. Mat. Sci., 43(1), p , (2008). 9. E.M. Craciun, E. Soós, Antiplane States in an Elastic Body Containing an Elliptical Hole. Crack Propagation, Math. Mech. Solids, 11, p , (2006). 10. E.M. Craciun, E. Baesu, E. Soós, General solution in terms t of complex potentials in antiplane states in prestressed and prepolarized piezoelectric crystals: application to Mode III fracture propagation, IMA J of Appl.. Math., 70, p , (2005). 2. Teza de doctorat E. M. Craciun, Criterii de propagarea fisurilor, Universitatea din Bucuresti, teza sustinuta in 15 Ianuarie 1999, Conducatorr stiintific: Prof. dr. doc P. P. Teodorescu.

2 3. Carti si capitole in carti 3.1. Carti de specialitate 1. N.D. Cristescu, E.M. Craciun, E. Soós Mechanics of Elastic Composites, Chapman & Hall/ CRC Press, U.S.A, 708 pag., (2004). 2. N.D. Cristescu, E.M. Craciun, E. Soós Solution Manual of Mechanics of Elastic Composites, Chapman & Hall/ CRC Press, U.S.A, 148 pag., (2004) Cursuri universitare 3. Luminita Barbu, E.M.Craciun Elemente de analiza matematica si matematici speciale pentru ingineri, Vol.1, 375 pag., Ovidius University Press, (2004). 4. Gh. Lupu, E.M. Craciun Mecanica Culegere de Probleme, Editura Didactica si Pedagogica, Bucuresti, 565 pag., (1996). 5. Gh. Lupu, N. Costea, Gh. Niculescu, L. Barbu, R. Vernic, E.M. Craciun Matematici speciale Culegere de Probleme, vol. I Ovidius University Press, Constanta, 250 pag., (1999). 6. Gh. Lupu, E.M. Craciun Capitole de Mecanica Cereasca, Tipografia Universitatii Ovidius, 228 pag., (1995) Cursuri universitare pentru e-learning 7. Elemente de Analiza Matematica pentru ingineri, vol. I, Elemente de Matematici Speciale pentru ingineri, vol. II, Capitole in carti 9. Rene De Borst, Tomasz Sadowski (Editors), Lectures Notes on Composites Materials, Curent Topics and Achievments Solids Mechanics and its Applications, Springer, 236 pag.(2008), E.M. Craciun Capitolele 5-6, pag

3 4. Articole publicate in reviste din fluxul stiintific international principall 4.1. Articole publicate in reviste clasificate ISI 1. E.-M. Craciun, L Barbu, Compact closed form solution of thee incremental plane states in a prestressed elastic composite with an elliptical hole, Z Angew. Math. Mech., ZAMM, Article first published online: 14 NOV 2013 DOI: /zamm E.-M. Craciun, T. Sadowski, A. Rabaea, Stress concentration in an anisotropic body with three equal collinear cracks in Mode III of fracture. I. Analytical study,, Z Angew. Math. Mech, ZAMM, Article first published online: 11 MAR DOI: : /zamm L. Marsavina, A. D. Nurse, L. Braescu, E. M. Craciun, Stress singularity s of symmetric freeedge joints with elasto-plastic behaviour, Comp. Mat. Sci., 52( 1), p , (2012). 4. T. Sadowski, L. Marsavina, E.-M. Craciun, M. Kneć, Modelling and experimental study of parallell cracks propagation in i an orthotropic elastic material, Comp. Mat. Sci., 52(1), p , (2012). 5. L. Marsavina, E.-M. Craciun, The asymptotic stress field for free edge joints under smallscale yielding conditions, An. St. Univ. Ovidius Constanta, seria Matematica, 17(3) ), p (2009). 6. T. Sadowski, L. Marsavina, N. Peride, E..-M. Craciun, Cracks propagationp n and interaction in an orthotropic elastic material: Analytica and numerical methods, Comp.. Mat. Sci, 46(3), p , (2009). 7. Carabineanu, N. Peride, E. Rapeanu, E.M. Craciun, Mathematical modelling of the interface i crack. A new improved numerical model, Comp. Mat. Sci, 46(3), p , (2009). 8. N. Peride, A. Carabineanu, E.M. Craciun, Mathematical modelling of the interface crack propagation in a pre-stressed fiber elastic composite, Comp. Mat. Sci., 45(3), p , (2009). 9. N. Peride, E.M. Craciun, A. Carabineanu, L. Marsavina, Mixed mode crack propagation in advanced materials, J. Optoelectron. Adv. Mater. 10 (11), p , (2008). 10. L. Marsavina, E.M. Craciun, R.A. Tomlinson, Combiningg thermo-photo elasticity for analysiss of cracked bodies, J. Optoelectron. Adv. Mater., 10 (11), p , (2008). 11. E. M. Craciun, A. Carabineanu, N. Peride, Antiplane interfacee crack in a pre-stressed fiber- Hole. reinforced elastic composite, Comp. Mat.. Sci., 43(1) ), p , (2008). 12. E.M. Craciun, E. Soós, Antiplane States in an Elastic Body Containing C an Elliptical Crack Propagation, Math. Mech. Solids, 11, p , (2006). 13. E.M. Craciun, E. Baesu, E. Soós, General solution in terms of complex potentials in antiplane states in prestressed and prepolarized piezoelectric crystals: application to Mode III fracture propagation, IMA J of Appl. Math., 70, p , (2005).( 14. E.M. Craciun, E. Soós, Interaction of two unequal cracks in a prestressed fiber reinforced composite, Int. J. of Fracture, 94, p , (1998). 15. Gh. Lupu, E.M. Craciun, On the stability of elastic systems used for processing the propeller shafts of high tonnage ships, Z Angew. Math. Mech., (ZAMM), 76, p , (1996).

4 4.2. Articole publicate in reviste care auu fost clasificate ISI, dar d nu maii sunt 16. E.M. Craciun, T. Sadowski, Mathematical Modelling of thee Crack Propagation in i Wood Materials, Key Eng. Mat., Trans. Tech. Publ., 399(3), p , (2009). 17. E.M. Craciun, N. Peride, A. Carabineanu, Fracture Analysis of an Oblique Crack Propagation in a Pre-Stressed Glass-Epoxy Composite, Key Eng. E Mat., Trans. Tech. Publ., , p , (2009) Articole publicate in reviste din Editura Academiei 18. E.M. Craciun Griffith s criterion in mechanics of pre-stressed elastic composites, Series on Mathematical Modelling of Environmental and Life Science Problems, p , Ed. Academiei Romane, (2004). 19. E.M. Craciun, E. Soós, Crack propagation in piezoelectric crystals, Proc. of the 5 th Int. Sem. on Geometria, Continua and Microstructures, Editors: S. S Cleja-Tigoiu & V.Tigoiu, p , Ed. Academiei Romane, (2001). 20. E.M. Craciun, E. Soós, Crack propagation in the third fracture mode,, Rev. Roum.Math. Pures Appl., 45, n.2, p (2000). 21. E.M. Craciun, Sih s energetical criterion and the second fracture mode, Rev. Roum de Sci. Techn.- Méc.Appl.., 45, n.6, p , (1999). 22. E.M. Craciun, E. Soós, Sih ss generalized fracture criterion for prestressed orthotropic and isotropic materials, Rev. Roum de Sci. Techn.- Méc.Appl., 45, n.5, p , (1999). 23. E.M. Craciun, Crack propagation conditions for a prestressed fiber reinforced composite material acted by tangential forces. II. Numerical analysis, Rev. Roum. de Sci. Techn.- Méc.Appl., 44, n.4, p , (1999). 24. E.M. Craciun, Crack propagation conditions for a prestressed fiber reinforced composite material acted by tangential forces. I. Theoretical analysis, Rev. Roum. de Sci. Techn.- Méc.Appl., 44, n.2, p , (1999). 25. Gh. Lupu, E.M. Craciun, Gh. Mihăieşii - Aspecte teoretice privind stabilitatea unui sistem elastic utilizat la prelucrarea arborilor pentru elice a navelor de mare tonaj, St.Cerc..Mec.Apl. 40, n.5, p , (1995). 4.4 Articole publicate in reviste ale Universitatilor din Romania (actual indexate ISI) 26. E.M. Craciun, O. Simionescu, Instabilityy loads in fiber reinforced elastic compositess, An. St. Univ. Ovidius Constanta, seria Matematica, 12, p ,, (2005). 27. E.M. Craciun, Antiplane fracture analysis of a crack in a monoclinic m material, An. St. Univ. Ovidius Constanta, seria Matematica, Vol. XI (1) p , (2003). 28. E.M. Craciun, A. Rabaea, Monte Carlo simulation for pricing options using PVM on a cluster of PCs, Bul. St. Univ. Baia Mare,, Seria B, Vol. XVII, Nr.1-2, N p , (2001). 29. Gh. Lupu, E.M. Craciun, E.. Suliman, An Extension of Equilibrum Problem for the Plane Simple Pendulum, An. St. Univ. Ovidius Constanta, seria Matematica a, Vol I, p , (1993).

5 30. Gh. Lupu, A. Răbâea, E.M. Craciun, Theoretical Aspects Concerning Vibrations of Elastical Technological Systems, An.St. Univ. Ovidius Constanta, seria Matematica, Vol I, p , (1993). 5. Articole publicate in extenso in volume de conferinte internationale 31. E.M. Craciun, Behavior of the 42m piezoelectric crystal containing a crack in antiplane state, An. Univ. din Bucuresti, Seria Matematica, Nr.1-2, p.61-66, Anul V E.M. Craciun, Antiplane incremental states in fiber reinforced elastic composites and in piezoelectric crystals, 5, (1), p , Proc. Appl. Math. and Mech., (PAMM), Wiley Int. Sci., (2005). 33. E.M. Craciun, Stress concentration in prestressed fiber reinforced composite containing two collinear cracks supposed to be under antiplane shear loadings, New Trends in Continuum Mechanics Conference Proceedings Constanta, Romania, p , Theta Publ. House, Bucharest (2005). Constanta, 15 decembrie 2013 Prof. univ. dr. Eduard-Marius Craciun