Araş Gör. Gülden GÜN POLAT

Araş. Gör. Özlem ORHAN

Araş. Gör. Özlem ORHAN

Mecvut Laboratuvar İmkanları

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Başlıca Çalışmalar ve Projeler

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Ticarileşen, Ticarileşme Aşamasında olan veya Ticarileşme Potansiyeli olan Ürünler

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Geliştirilen Başlıca Yöntemler, Prosedürler, Mekanizmalar, Ürünler, Yönetmelikler

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Yayınlar, Patentler vb.

**Journal publications **

1. T. Özer, 2013 (with A. F. Cheviakov,
S. Weichen,
N. Migranov,
T. R. Sekhar, and E.
Yaşar), ** Editorial**,

2. T. Özer, 2013 (with G. Gün), First integrals, integrating factors
and invariant solutions of the path equation based on Noether and
Lambda-symmetries, ** Abstract and Applied
Analysis**.

3. T. Özer, 2013 (with Ö. Orhan and G. Gün), On symmetry group
classification of fin equation, ** Journal of Inequalities and
Applications**, 147.

4. T. Özer, 2012 (with V. B. Taranov, R. G. Smirnov, T. Klemas, P. Thamburaja, S. Wijesinghe, and B. Polat), ** Editorial**,

5. T. Özer, 2011 (with F. Rezvan and E. Yasar), Group properties and conservation laws
for nonlocal shallow water wave equation, ** Applied Mathematics and Computation**,
218, 974-979.

6. T. Özer, 2011 (with E. Yasar), On symmetries, conservations laws and
similarity solutions of foam drainage equation,**
International Journal of Non-Linear Mechanics**, 46,
357-362.

7. T. Özer, 2011 (with E. Yasar), Application of the composite variation
principle to shallow water equations,** Nonlinear Science and Complexity**,
73-78.

8. T. Özer, 2010 (with D. Sahin), Theoretical-group analysis of the
inviscid gravity currents,
** Journal of Interdisciplinary
Mathematics**,

9. T. Özer, 2010 (with E. Yasar), On the conservation laws and traveling
wave solutions to the BBM equation, ** Journal of Interdisciplinary
Mathematics**,

10. T. Özer, 2010 (with F. Rezvan), Invariant solutions of
integro-differential Vlasov-Maxwell equations in Lagrangian variables by Lie
group analysis,** Computers & Mathematics with
Applications**, 59, 3412-3437.

11. T. Özer, 2010 (with E. Yasar), Invariant solutions and conservation
laws to nonconservative FP equation,
** Computers & Mathematics with
Applications**, 59, 3203-3210.

12. T. Özer, 2010 (with E. Yasar), Conservation laws for one-layer
shallow water wave systems, ** Nonlinear Analysis: Real World
Applications**,

13. T. Özer, 2010 (with D. Sahin and N. Antar), Lie group analysis of
gravity currents, ** Nonlinear Analysis: Real World
Applications**,

14. T. Özer, 2009, New traveling wave solutions to AKNS and SKdV
Equations, ** Chaos, Solitons & Fractals**,
42, 577–583.

15. T. Özer, 2009, The Lie algebra of point symmetries of nonlocal
collisionless Boltzmann equation in terms of moments, ** Chaos, Solitons & Fractals**, 40,
793-802.

16. T. Özer, 2009, New exact solutions to CDF
equations,** ***Chaos, Solitons &*** Fractals,** 39,
1371–1385.

17. T. Özer, 2008, Symmetry group analysis and similarity solutions of
variant nonlinear long –wave equations, ** Chaos, Solitons & Fractals**, 33,
722-730.

18. T. Özer, 2008, An application of symmetry groups to nonlocal
continuum mechanics,** Computers & Mathematics with
Applications**, 55, 1923-1942.

19. T. Özer, 2008 (with N. Antar), The similarity forms and invariant
solutions of two-layer shallow-water equations, ** Nonlinear Analysis: Real World
Applications**, 9 (3), 791-810.

20. T. Özer, 2007,
The group-theoretical analysis of nonlocal Benney equation, *Reports on*** Mathematical Physics**, 60 (1),
13-37.

21. T. Özer, 2005, Symmetry group analysis of Benney system and an
application for the shallow-water equations, ** Mechanics Research Communications**, 2
(3), 241-254.

22. T. Özer, 2005 (with S. S. Akhiev), Symmetry groups of the equations
with nonlocal structure and an application for the collisionless Boltzmann
equation, *International Journal of Engineering
Science**,* 43(1-2),
121-137.

23. T. Özer, 2004 (with E. G. Cravalho), On developments in interactive
web-based learning modules in a thermal-fluids engineering course: Part II, *International Journal of Engineering
Education**,* 20(5),
849-860.

24. T. Özer, 2004, On symmetry group properties and general similarity
forms of the Benney equations in the Lagrangian variables, *Journal of Computational and Applied
Mathematics**,* 169(2),
297-313.

25. T. Özer, 2003, Symmetry group classification for two-dimensional
elastodynamics problems in nonlocal elasticity, *International Journal of Engineering
Science**,* 41(18),
2193-2211.

26. T. Özer, 2003, Symmetry group classification for one-dimensional
elastodynamics problems in nonlocal elasticity,* Mechanics Research Communications,*
30(6), 539-546.

27. T. Özer, 2003, Solutions of Navier equations of classical elasticity
using Lie symmetry groups, *Mechanics Research Communications**,* 30(2), 193-201.

28. T. Özer, 2003 (with M. Kenworthy, J. G. Brisson, E. G. Cravalho and
G. H. McKinley), On developments in
interactive web-based learning modules in a thermal-fluids engineering course,
** International Journal of Engineering
Education**, 19(2), 305-315.

29. T. Özer, 2000, Solution of the Boussinesq problem using Lie
symmetries, ** Mathematical and Computational
Applications**, 5(1), 1-11.

30. T. Özer, 1999, On the symmetry group properties of equations of
nonlocal elasticity, *Mechanics*** Research Communications**, 26(6),
725-733.

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