194678 | ![MEHMET GÖKHAN ŞENSOY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTRECEP TAYYİP ERDOĞAN ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yüzey Fiziği ; Nanoteknoloji | mehmetgokhansensoy[at]gmail.com | 0DED6501C62069C0 |
168306 | ![AYKAN AKÇA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTAKSARAY ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Malzeme Fiziği ; Yüzey Fiziği | aykanakca[at]aksaray.edu.tr | 02066192AC9625E0 |
23373 | ![AHMET MUSTAFA ERER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARABÜK ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Yüzey Fiziği | merer[at]karabuk.edu.tr | A9258F664AF46571 |
215832 | ![GÖKHAN SÜRÜCÜ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTGAZİ ÜNİVERSİTESİ/TEKNOLOJİ FAKÜLTESİ/ENERJİ SİSTEMLERİ MÜHENDİSLİĞİ BÖLÜMÜ/ENERJİ SİSTEMLERİ MÜHENDİSLİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Yüzey Fiziği | gokhansurucu[at]gazi.edu.tr | 5578B3E563EE9FB0 |
175411 | ![ŞAHİN YAKUT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTİSTANBUL ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Spektroskopi ; Yüzey Fiziği ; Malzeme Fiziği | | 3C8459E19585AE2D |
332189 | ![CENGİZ AYKAÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİARDAHAN ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/OPTİSYENLİK PR./ Fen Bilimleri ve Matematik Temel Alanı Fizik Yarı İletkenler ; Yüzey Fiziği ; Yüksek Enerji ve Parçacık Fiziği | cengizaykac[at]ardahan.edu.tr | 06B4D60659D7F887 |
306214 | ![ADEM YAVUZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİİZMİR YÜKSEK TEKNOLOJİ ENSTİTÜSÜ/REKTÖRLÜK/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yüzey Fiziği ; Spektroskopi | 1ademyavuz[at]gmail.com | 97F9682F7D5D3993 |
163787 | ![İLKER YILDIZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİORTA DOĞU TEKNİK ÜNİVERSİTESİ/REKTÖRLÜK/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Yüzey Fiziği ; Spektroskopi | | 388796363F3E01B3 |
164879 | ![SEDAT CANLI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİORTA DOĞU TEKNİK ÜNİVERSİTESİ/REKTÖRLÜK/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yoğun Madde Fiziği ; Yüzey Fiziği | canli[at]metu.edu.tr | 2F42283D8F7F1877 |
270725 | ![İLKNUR BALDAN IŞIK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİÇUKUROVA ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Malzeme Fiziği ; Nanoteknoloji ; Yüzey Fiziği | baldanilknur[at]gmail.com | 990A0E0C56B3F8EB |
276878 | ![OKAN ÖZDEMİR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİGEBZE TEKNİK ÜNİVERSİTESİ/NANOTEKNOLOJİ ENSTİTÜSÜ/NANOBİLİM VE NANOMÜHENDİSLİK ANABİLİM DALI / Fen Bilimleri ve Matematik Temel Alanı Fizik Yüzey Fiziği ; Sensörler ; Nanoteknoloji | okanozdemir[at]gtu.edu.tr | 3FF448637AC33136 |
354065 | ![İLKER ÖZTOPRAK](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/FİZİK BÖLÜMÜ/MEDİKAL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Sensörler ; Nanoteknoloji ; Yüzey Fiziği | ioztoprak[at]gtu.edu.tr | 71FE33ADCA70B961 |
285370 | ![AYŞE SÖNMEZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİGEBZE TEKNİK ÜNİVERSİTESİ/TEMEL BİLİMLER FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yüzey Fiziği ; Malzeme Fiziği | aysesonmez[at]gtu.edu.tr | E672E3D23949F4EB |
303898 | ![ORKUN ERGÜRHAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİESKİŞEHİR TEKNİK ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yüzey Fiziği ; Malzeme Fiziği | oergurhan[at]eskisehir.edu.tr | 06AC86C09A3EB19B |
160292 | ![ÜMMÜGÜL ERÖZBEK GÜNGÖR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ARAŞTIRMA GÖREVLİSİORTA DOĞU TEKNİK ÜNİVERSİTESİ/FEN-EDEBİYAT FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Optik- Fotonik- Fiber Optik ; Plazma Fiziği ; Yüzey Fiziği | ummugul[at]metu.edu.tr | 547C5968A3069561 |
134468 | ![ALİ EMRE GENÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİGAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/İSTATİSTİK FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik İstatistik Fizik ; Malzeme Fiziği ; Yüzey Fiziği | aegenc[at]gazi.edu.tr | EE1DF97CC72DFCDB |
257895 | ![HİLAL KÜÇÜK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİ (Unvan:Doçent) GAZİ ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Malzeme Fiziği ; Yüzey Fiziği | hilalkucuk[at]gazi.edu.tr | 146306C62BEE3624 |
105567 | ![GÜRCAN ARAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİİZMİR YÜKSEK TEKNOLOJİ ENSTİTÜSÜ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nanoteknoloji ; Yüzey Fiziği ; Malzeme Fiziği | | 03BEFFA8F14C03F1 |
325494 | ![EVREN ATAMAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOKTOR ÖĞRETİM ÜYESİİZMİR YÜKSEK TEKNOLOJİ ENSTİTÜSÜ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Malzeme Fiziği ; Yüzey Fiziği ; Nanoteknoloji | | B084477F69009FB1 |
148488 | ![SERAP ÇELİK](../authorimages/photo_w.jpg) | DOKTOR ÖĞRETİM ÜYESİGAZİANTEP ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/FİZİK MÜHENDİSLİĞİ BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik ; Yüzey Fiziği ; Yarı İletkenler | ssur[at]gantep.edu.tr | 3C876EDDD5E875C2 |