![](data:image/png;base64,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)
According to Web of Science data, the chemistry department members have 285 publications since its establishment.
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)
The current academic staff has 9 TÜBİTAK projects, 1 Ministry of Science, Industry and Technology Techno Initiative project, 2 KOSGEB projects, 84 BAP projects and 3 patents.
BAP PROJECTS:
![](data:image/png;base64,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TÜBİTAK PROJECTS:
Heterocyclic Amino Acids Pyrrole 3 on Pyrrolo 2 1 b 1 3 Synthesis and Characterization of Oxazine and Pyrrolo 1 2 a 3 1 Benzoxazine Derivatives, Saçmacı M. (Project Manager), Koca İ., Üngören Ş. H., 2007-2009.
Synthesis, Characterization and Investigation of Heavy Metal Adsorption Properties of Polymers Containing Aryl Amide Group, Delibaş A. (Project Manager), Hazer O., Coşkun R., 2010-2011.
New Perinon Derivatives: Synthesis and Spectroscopic Characterization of Pyrrolo[1,2-a]Perimidin-10-On Derivatives New Dyes by Two New Methods, Üngören Ş. H. (Project Manager), Koca İ.,2010-2011.
Conversions of Beta-Dicarbonyl Compounds to Various Pyrimidine Derivatives by Multicomponent and Multicomponent-Domino Reactions, Üngören Ş. H. (Project Manager), 2016-2017.
Synthesis and Anticancer Activity Studies of Novel Hybrid Heterocyclic Compounds Containing Pyrazole-Coumarin Rings, Koca İ. (Project Manager), Gümüş M., Tutar Y., 2016-2018.
Synthesis, Characterization and Anticancer Studies of New Salicylate and Indazole Derivatives on Aryl Hydrazonal Compounds, Koca İ. (Project Manager), 2020-...
Design, Synthesis and Anticancer Studies of Quinoxaline-Thiazole Hybrid Structures, Koca İ. (Project Manager), 2022-...
Design of Antipyrine Derivative Hybrid Molecules and Investigation of Carbonic Anhydrase Activity, Koca İ. (Project Manager), 2023-...
KOSGEB PROJECTS:
Industrial Applied Support Program, Straw Water Trap, Project Manager: Prof. Dr. Orhan Hazer, Project Code: 2017-589-12,2017.
R&D Innovation and Industrial Applied Support Program, Precipitation of Precious Metals with Natural Adsorbents, Project Manager: Prof. Dr. Orhan Hazer, Project Code: 2019-589-122,2019.
MINISTRY OF SCIENCE, INDUSTRY AND TECHNOLOGY TECHNO ENTREPRENEURSHIP PROJECTS:
No Rash Diapers with Smart Polymers, Project Manager:Prof. Dr. Orhan Hazer, 2013.
PATENTS:
Natural Additive Super Absorbent, Patent Holder: Prof. Dr. Orhan Hazer, Patent No: TR 2016 18062 B
Drinkable Natural Surface Cleaner, Patent Holder: Prof. Dr. Orhan Hazer, Application No: 2012/11153
Heat Shock protein 70 (HSP70) Inhibitor and Synthesis of This Inhibitor, Patent Holdr: Prof. Dr. İrfan Koca, Registration No: 2018 03779