154740 | ![HİLAL YILDIRIR KESER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/İNSAN VE TOPLUM BİLİMLERİ FAKÜLTESİ/ULUSLARARASI TİCARET VE LOJİSTİK BÖLÜMÜ/LOJİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Uluslararası Ticaret Uluslararası Lojistik ; Uluslararası İşletmecilik ; Uluslararası Pazarlama | hilal.yildirir[at]btu.edu.tr | 1733C643A14CD35A |
219749 | ![HÜLYA KOYUNCU](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/KİMYA MÜHENDİSLİĞİ BÖLÜMÜ/KİMYA MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Kimya Mühendisliği Adsorpsiyonlu Süreçler ; Adli Kimya ; Kütle Transferi | hulya.koyuncu[at]btu.edu.tr | 4F9001870608FD74 |
140047 | ![HÜSEYİN İMREK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/İMALAT VE KONSTRÜKSİYON ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Makine Tasarımı ve Makine Elemanları ; Bilgisayar Destekli Tasarım ; Ürün Tasarımı | huseyin.imrek[at]btu.edu.tr | 340F945185F044E0 |
157292 | ![HÜSEYİN LEKESİZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Kırılma Mekaniği ; Katı Cisimler Mekaniği | huseyin.lekesiz[at]btu.edu.tr | F18A9F2A143E5C00 |
11508 | ![İBRAHİM DİLER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/BİYOMÜHENDİSLİK ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Su Ürünleri Su Ürünleri Yetiştiriciliği ; Sucul Biyoteknoloji | ibrahim.diler[at]btu.edu.tr | 3AA5CE07F7EC449A |
9497 | ![İSA YÜKSEL](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Betonarme Yapılar ; Yapı Malzemeleri | isa.yuksel[at]btu.edu.tr | 4CEEE8C15CC059BC |
20815 | ![KENAN YILDIRIM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/POLİMER MALZEME MÜHENDİSLİĞİ BÖLÜMÜ/POLİMER MALZEME MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği Lif Teknolojisi ; Tekstil Kalite Kontrolü ; Tekstil Kimyası | kenan.yildirim[at]btu.edu.tr | 117A125D76F13035 |
200649 | ![MAHMUT KEMAL KORUCU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Katı ve Tehlikeli Atıklar ; Atık Yönetimi ; Çevre Sistemleri ve Modelleme | | B8B5C4595165F62F |
23435 | ![MEHMET BÜYÜKYILDIZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/FİZİK BÖLÜMÜ/FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Atom- Molekül ve Lazer Fiziği ; Spektroskopi ; Radyofizik | mehmet.buyukyildiz[at]btu.edu.tr | 5C1EB245FC9C0AFB |
13231 | ![MEHMET ÇOPUR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/KİMYA MÜHENDİSLİĞİ BÖLÜMÜ/KİMYA MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Kimya Mühendisliği Kimyasal Reaksiyon Mühendisliği ; Ayırma İşlemleri | | 7598DF9DA0501C53 |
27137 | ![MEHMET FERDİ FELLAH](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/KİMYA MÜHENDİSLİĞİ BÖLÜMÜ/KİMYA MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı Kimya Mühendisliği Katalizörler ve Katalitik Tepkimeler ; Sensör Teknolojileri | mferdi.fellah[at]btu.edu.tr | 3A9B95D6A78BD8ED |
21901 | ![METE YILMAZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/BİYOMÜHENDİSLİK BÖLÜMÜ/BİYOMÜHENDİSLİK ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Su Ürünleri Hidrobiyoloji ; Sucul Biyoteknoloji | | 0FBC6161B437B638 |
119432 | ![MUHAMMED SAİD FİDAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/ORMAN FAKÜLTESİ/ORMAN ENDÜSTRİSİ MÜHENDİSLİĞİ BÖLÜMÜ/ORMAN ENDÜSTRİ MÜHENDİSLİĞİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Endüstri Mühendisliği Orman Ürünleri Kimyası ve Teknolojisi ; Odun Dışı Orman Ürünleri Endüstrisi ; Ahşap Esaslı Kompozitler | said.fidan[at]btu.edu.tr | 9A9C132333808B4F |
27011 | ![MURAT ERTAŞ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCnF4V01utsf+/jf41bi8JaZ/zwb/v43+NdEluABxUgQCvG+tz6M9WWHiuhzjeE9NycROPo5qlP4X0wH/Vyf99mupmkCZrFvbnGeatVakurMXTguhzd14d05clTKv8AwL/61cncxCG4kjXJCsQM1117ecnn2rlmXzriRjwCxya7aDl9pnNVUehBHEz8gcDuegqaFfLlU8sfQD1qG5uWkYRRj5FPAUdDU8dndMokMTnsBj3/APr1s33M0mbOnqrxKCwUqMc96uOm04yD9KyNN0rUbuVY40KE8ZboK0da0TXPDjxvfROscg3K+Mgismk3oaqbW48j509iT9eKlxmq0N1HOyEYGQcYq2ARWUtDaFnsRsv0pYl+XHuf508rmnxphfz/AJ0JjaNSO3+y+GbwzIYprl4jFuQhnjBOSDj7uf1HtVTQ4PP1iFcdMk/lXbXXhIHQtLe8u540+zLnZEHIJZm2nJGMbwO/Q1z3hSzdfEpikADxBgwBB5BAIyODWbmk5LqOKurmvJY/aLtl2sWHZVz+vQUV0iaZJLcZEpWMk/KOOfrRWfOw5EYxkAqKS4UDrVSa4I71l3N4VzzXLTpNnbOTW5auroEnBrnL+7OTzSXV82TzWNc3DMx5r0adKxwVKlyK4l3E1nxpJeTpaW8bPJIwUADPJqdnzXWfDnSYri/mvpV3NCv7rPqTz+n862nLki2Ywh7SaibWh+CbS1hxON0uPTv3ro/7Ds0j2hVz3wKt3EhbARcMvcVXPnMwGCPxrzXUlJ6nqqlGK0RHZ6ZaWt4sgUAg5yeal8QTHW7R7Wc+ZEqkJu7H1qGaGdj98D8arIzoxRjnHfNNSZlOMTyK78zTL02z/ejcgMRgmt+3kE0KSDjIqv4xtZI9XicqoEuSrVPYoFtIR/sgn612zd4pnJSVptExzWt4c046rrdhZbcpLIu8Zx8g5b9AazCMjNegfCzT/Nv7i/dQRBCsa5H8TdwfYA/99VENWka1HyxbOw8bl4vD0txGgYxEE59Dwf6V534HjM3iGeRl5MLMT7ll9a9S8UQrP4X1JG6C3d/++Ru/pXnnw/twdQu5f7sYX8yf8KjFRUZN97EYZ3h6HdWsIMqj60VatI8yr9CaKwuyZzs7Hicl+uOTWbdXCvnBqK6HoayJZHVuSa66dNHXXqSWjHzudxqi7c8U5pCeveo2PPFdSVjzpO5Exr0D4bviG6bgFQnX3z/hXn5ruPAASXTr+CLP2hsbiT/Dj5eP++qxxKvTZrhtKiLWtfEE2Nw8VvZ74gcLIxwSfpjirWleIbvVrKS4jjOE+9jtWbqfhhgWjb980jhySOQegAx256V1Ph3SF0/TJY5AvmSklh2Ax0rjkocqsd8Paczu9DzrVdc1qSSfy7qVIouX24HGcdfqa09B1ybcsNw8r5AJ8z39DWveeGfNnY28+3nlG61fs9LS2jAlA3fTrVuceW1jD2cua5k+L7Qz6VayxruKzcDvyKzFhiiij8qZZBja2AQVYAZHv1HIrrNRijkgihMioAxIJ7HBx+tYF1GESNTGqSk7nAGOcChP3UiowV3IqbcgV7R8PdP+weE7ZmGHuP3zfj0/8dAryKzs2vb23tUOGmkVM4zjJ6/h1r6BtYkgtY4kUKiKAFAwAK2w6vK5z4l2SQ2+tUvbC5tJMhJ4mibHowwf51518PUG7UDjtH/7NXp3Y1wXg20+yXGsQ5yIp/KB9dpYVONWiZGHdoS+R1lmuJB/u0VJbD5s+1FYxWhnUd5HzhBZ6peB1js3LoXV0JAZSm3flScjG4ZyPX+6cUV0++vLX7Vb2k0sJk8sMiE5bjgAdfvKPqQO4q1aT6VZKBHrN5v/AH+UNsBE4KssfG4lScnJwdu8Y5BNWtLv47hIID4nudPMAeGJ1QxKkGd+Sqd/kyQGJZnXklfm71FLY0lVlJWZhJpl9NOsUNpNLKwBCRoWbnpkDkZ9D14PeqTo6oHKttYkK2OCRjPP4j8xXWT6nELU2dv4t1BrZYi6IyyIBIjKFGB94FUBAyApIGeDnM166hMMNpZ6vNfWiOXCSRlSjFV6sQC+B8oYgfdOFUEVZkYG6uz+HEgS7vOxMaDOfc1xbHFbHhe5+zaiwDEGSEqMHHIwf6VFWPNBodOXLNM9O1G8FqmU+eZhx3NY8/i6LSx9llIM6KC7M45J9hWPq2rXcenvPEMyBtoJGTz0wPWubn0uZVElw6QtId+xmLN+grihRX2j0ZV5bQR1Fn4lGs3AuldbaVSVGW/1nTGRW6ms/u8TEfL1NedQ6K15CWtbpGCnqUIFatm07WP2e4DiYdVf06Zz3H+NXKlF7GHtppWkdS9w15tkQEqOQOuRWbfXaXl4ZUQouAMUtjcpFZykOpdF2gdcVUUc9eaiatoXSbd2dj8P9P8AtXiEXDLlLdCwOejNwP03flXsI4ArhvhzYeRpLXLD5p3LA45wOB/In8a7qurDqyucmJleYGuc0q0Fpd6wN27dds+cf3lV8f8Aj1dHWaIGinvXOMSyB1x6bFX+amoxa9xPzM6btdFiIY3fhRSp/F+FFYR2B7ny/c+Jb68s5baaKxKzOjyMLOIOzr0YsFyT97nvvbPWq0eqtE7yfY7TeyIEP2eMqCu0AkFSDwpzjGScnPINXTtQhsZfOeyhupARsFxlo165JQY3HpjJx1yDkY0DrNm1xbTzWzXclu0iAyKkYeMACEsuGBK8/KcjAReVGK7ym0Tad4j1C3EUUFhY3LwrKR5lmrnyzlpFIx9zG/I4ADN0pHimu4ns4NAjgnu1We3ZiVIjQEZj3n5t3OTkg44Axw9vGV+2n+UZcPEiRRq0QmWVcsX8zzGIOcrn5SDsT7uwVn3GsTy6bDB/a2oMYz8lsRiJOCuVw/XBP8Izk0yDKY8E5pYXaJkdThlwQfQ1PfTfa5zMPMWPGAZnDufqwA3HOecdMDtTYUhPJJYD9aZLOo0fVWuji6hH2ZWCs+PlVzkqCe3RsfT2ro9S0+xltgbgb8YZef8ACpvhPolnruj+Jre6XdDM0EYA6oU3kMPQ5as7xJ4c13RUKlmvbSPO2XklR/tD8OvSuWpBKWh1UqkuWxDFb28NjIkJ2qM/KDziuPvtUaS7/dDL7dm9eM5+lTxW2qazepaWqF3kO1VT0/oK9W8EfC6206RL7UVW4uV5CEZjQ/j1P6fXGaqKSM5yl1M3RvCU9p8Jtdvr4m3u5ohcxM6gsqxEOP8AvrGK5XT5xfNGkI3SsQAg65PAr0v4v66NN8G/2dG377UJVj64IRfmY+/RQf8Aerwy2vJIXSWCRo5YyCGU4II75qpUlOJNOu4O59WaJZrZabBAv3Y0CjPXgVqV8+aF8XtbsB5N20N/GFwPMUKy8cfMuM9s5B/CvSdD8f2Gsw/8hG1t7rGTBdIYgT8vR9xBGSQO/Q44OdIrkViX77vc7uq1x93NVFvZ4EL3cSlEXLSwEsuRuz8vUdB68tjtmrUzq8KsjBlJ4IOayrtSpsIxakhY/un60UyI5Vj70Vw3Ka1PjoEk04P604RD+8P1pyxLuGSDXqmdyVIARl3C+2MmnM0UQIVcn1bmqwlLKTnksf500Elsk9KYrjmkLMd3LVPGQP61WXGc+9SE/u3+lAHvnwh042OiLOFwLyMOxzncR/8ArI/CtH4j+ID4d0cm12HUrkERArnYo+9Jjpx2z3I6gGrng9Es9CsIIkOYYguB0H1NcX8Wbz7FayGQj7XfrsUgnMcKnnHsemOMlmPbFZSSk9TSF1qedaF4y13R9ajuxcz3yOwWW0lkJWVe+P7rdww6d8jIP01pt3bajpsF3atmCVNy9seoPuOhHqK8M+EOkadqT3s10czqqCPcgIUNnv65B/IV6klleaPa3sEMwS1lXdu3YKN0JX0z09sZ+o0kxN3PHvi5r8Ws+MDbWzEw6ehg3YwC+ctjP4D3x6Yrgc8YPep9QuVvNRnuUDLHJISisclV/hH4DA/CoAMitVojMfC3AUAD6VoQ3DJjBrPiA5PrU24imI7vRPiLrukwxW8N5vt4yNsUqBxj0zjIHsCK7vRvijptwi29/bG0d5NxkjJaPJyWOOq8/Xqa8LEpHfFTwTneu4/KTWc4KSsy4yaPq2xniubOO4idZIpRvR1OQQehorA+Hx/4oPTcnOPMH/kRqK8iekrGr11PmZbG6YsN6fKcfcPoD6+9PWznicNI4I9ApFbEKrvlHP3v/ZRVTVCq2wAPzFuPy/8Ar16MajbsXOlFRujFjIK57ZP86cGxUMZ/dj6n+dBYYrpOYkDdOangw8saE4DMAfzqoD2FWLZgLiLPADrn86BH1Nolwlpo8L7Msy5VfU14D8S9Ym1XxPfmSUsyyeQq4+4E4IHtu3fnXu+mSRWWhm8uXwqRklj/AAqOv8q+abxnuL2W4uJDJM7GSSQ9Sx5JrNbm0dVodx8JrgQ+KLa3Z9ongZAuerDDD+Rr034o6oNI8FXYBXzLkeQgOed3B/HGT+FePfDzKeM9JdiRhmAH1RhXU/G/WDLfWGlq5wimd1xx3VT+j/pTtdkS3PJD149acThT+QplIOW+lWQTg7RTg5zUBbt0py89aAJi2R71NC43Dj8KplsEfnU8RyQTxQwPo74Yagl54IhRUINrK8TAn7xJ359vv/pRXI/B3UCLrUbEqG8yFZc/7rY/9n/SivGrw99nRFXVzzeGTJfByM8cdsCs/VGLOuFBwOtWbbaIwB6AfpWBeSyCVwx/iPSvRpx95jqS9xDEY/MPQmn5qpFJhyD35q11FdBzig4NP6ggelRU4Me1AH0rrV1Db/D/AFJ5Tw1nIoUHoWUgfqRXzyI3lYMwwjNn617Jqd4t38F0aRw0skFsC3dmDJu/ka8gnlwwSMgt/KszWHw6mx4auzb+KdPZPvCXI/I1W8b6sNZ8Y6ldqcx+b5aENuBVBtyD6HGfxqlZ3X9l3UV0uDLHuZCRn59p28emcVlZLHPUn9apE1G76jicAmm52ryafEsclzHHNN5MRYeZJtLbRnk4HX6VJcfYpJomiZ1i8sbl25YNjp2zzz+OOetUQkMjglkjaVEZkXqVGcc4z+ePzpA4A5FdGfEVpa28NvZvdssYIDuoVlz2A3kAfhnlucHjm7y4W4uZZggQOc7VAAH4dqSbe42l0EV8yGpl359qpxEEbi2M9KuJISMUyTtPA+uPomppeKhlCqysgONwI/xwfworB0mTZI2c4I7UVzzpXdzaM2lYr2bEREejGsnUGDTuygYzWiJhbxSMR0bGPyrIuHznPetIr3mxSfupFF2KncM8Gr0bjIXOc8g1nyc59qspjykx/dH8q0My2y01W7U2OTI2t+dOIw3tQB2/9qvP8MbKwh3BoL9kcnuNrP8Al8w/Kud2hB147k1Xs7t442tmY+UzCTGejAEfyP6VKCZuW4jH61LNYbFa5n3nj7o4+tQbgF3USOGkJB47UzOW9h/OqRk3djgD1pQe1GeKaTQAE47/AKVFI+FJpzNxVWZjwD3oEXYeEGPzqZcg81XgbgCrPNAzR0+XZMD1GD3oqrAxDccUUrBcffjbAwB5LdvpWFNIcjIrY1NiWAWsaT0amgbIScmrKkmFPpVXPzYA78c1bCkRjI5FDAcrDoRg1MDxg1XADnjqO1SI5DbXHPrQBMhG5SfUZq/czLHDtXqwwAOwrMbg+xokmOwEnc5HApNFRlZMGbB2jqf0FPAC8YqupIPPJPWpQrt16UyR5amFqDGRkk4xTC6DIU5NACE1XlOXFT8tzjNRzLsZee9AiaPgAirkbbgPWqcXK+9TodjUDLkeVPSilj+boOaKQFPU5HeXaDhfaswpycE0UVQhoHzDPc1d+6SucgHFFFJjE8vnI4p23cMNRRSQCNlUO7JHrmlaB0fEq7WIz1zxRRTAcpVDjGTQZGPCgCiikA3ymc5c8fWlEeTxgCiimApKxKMDmtDwnALzxhpULRLMslyiFX6cnAP4E5/Ciik9gW5lo2xvarSgEZoooAsQnbkUUUUAf//Z) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/ORMAN FAKÜLTESİ/ORMAN ENDÜSTRİSİ MÜHENDİSLİĞİ BÖLÜMÜ/ORMAN ENDÜSTRİ MÜHENDİSLİĞİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Endüstri Mühendisliği Orman Ürünleri Kimyası ve Teknolojisi ; Lif ve Kağıt Teknolojisi ; Odun Dışı Orman Ürünleri Endüstrisi | murat.ertas[at]btu.edu.tr | A121904CD41FD9F3 |
50968 | ![MUSTAFA YILMAZ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/ORMAN FAKÜLTESİ/ORMAN MÜHENDİSLİĞİ BÖLÜMÜ/SİLVİ KÜLTÜR ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Mühendisliği Silvikültür | mustafa.yilmaz[at]btu.edu.tr | B7B50787C1C3358D |
29006 | ![NİL ORHAN ERTAŞ](../authorimages/photo_w.jpg) | PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | nil.ertas[at]btu.edu.tr | 90726BEAA228DBAB |
58595 | ![OĞUZHAN SARIKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/ORMAN FAKÜLTESİ/ORMAN MÜHENDİSLİĞİ BÖLÜMÜ/ORMAN ENTOMOLOJİSİ VE KORUMA ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Mühendisliği Orman Entomolojisi ve Koruma ; Yaban Hayatı | oguzhan.sarikaya[at]btu.edu.tr | 475D359E67150A10 |
39624 | ![ONUR SARAY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/İMALAT VE KONSTRÜKSİYON ANABİLİM DALI/ Mühendislik Temel Alanı Makine Mühendisliği Malzeme Tasarım ve Davranışları ; Üretim Teknolojileri ; Triboloji | onur.saray[at]btu.edu.tr | 227FC0F94B64AB5B |
116067 | ![ORHAN ÇAĞLAYAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/İNSAN VE TOPLUM BİLİMLERİ FAKÜLTESİ/ULUSLARARASI TİCARET VE LOJİSTİK BÖLÜMÜ/LOJİSTİK ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Üretim Yönetimi Lojistik Yönetimi ; Tedarik Zinciri Yönetimi ; Üretim Planlaması ve Stok Yönetimi | orhan.caglayan[at]btu.edu.tr | 765D8EC3AF949DC8 |
24612 | ![ORHAN TANER CAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRBURSA TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/ÇEVRE MÜHENDİSLİĞİ BÖLÜMÜ/ÇEVRE BİLİMLERİ ANABİLİM DALI/ Mühendislik Temel Alanı Çevre Bilimleri ve Mühendisliği Su Kirliliği ve Kontrolü | orhan.can[at]btu.edu.tr | 22637C58A5BAB762 |