11326 | ![NİYAZİ UĞUR KOÇKAL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRAKDENİZ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI MALZEMESİ ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Yapı Malzemeleri ; Yapım Teknolojileri ; Kırılma Mekaniği | | 16F15D4FEE3072C5 |
33461 | ![RAGIP ERDÖL](../authorimages/photo_m.jpg) | PROFESÖRAVRASYA ÜNİVERSİTESİ/MÜHENDİSLİK VE MİMARLIK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Kırılma Mekaniği | | E15E40DEDCF3267A |
109501 | ![MUHAMMET KARATON](../authorimages/photo_m.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Deprem ; Kırılma Mekaniği ; Sayısal Modelleme | mkaraton[at]firat.edu.tr | 8AC2D3EDC42B892A |
3343 | ![RAGİP İNCE](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Yapı Malzemeleri ; Kırılma Mekaniği | rince[at]firat.edu.tr | FB703BDCEF49D9A5 |
37216 | ![PAKİ TURĞUT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRİNÖNÜ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Kırılma Mekaniği ; Betonarme Yapılar ; Yapı Mekaniği | paki.turgut[at]inonu.edu.tr | EB4B3C9C22B06E60 |
10753 | ![SIDDIK ŞENER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRİSTANBUL BEYKENT ÜNİVERSİTESİ/MÜHENDİSLİK-MİMARLIK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ PR. / Mühendislik Temel Alanı İnşaat Mühendisliği Betonarme Yapılar ; Yapı Dinamiği ; Kırılma Mekaniği | siddiksener[at]beykent.edu.tr | 905BC97617073498 |
19919 | ![AHMET BİRİNCİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKARADENİZ TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Kırılma Mekaniği ; Yapı Mekaniği | birinci[at]ktu.edu.tr | 746B63ECB5D393BD |
151391 | ![TALAT ŞÜKRÜ ÖZŞAHİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKARADENİZ TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Kırılma Mekaniği | | 604E01D4CCA325FA |
42400 | ![VOLKAN KAHYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRKARADENİZ TEKNİK ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Yapı Mekaniği ; Kırılma Mekaniği | volkan[at]ktu.edu.tr | 32271A17FB1117D0 |
154078 | ![BURCU AKÇAY ALDANMAZ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRKOCAELİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI MALZEMELERİ ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Yapı Malzemeleri ; Betonarme Yapılar ; Kırılma Mekaniği | burcu.akcay[at]kocaeli.edu.tr | B0DBC68AA56EFC98 |
188416 | ![GÖKHAN ALTINTAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRMANİSA CELÂL BAYAR ÜNİVERSİTESİ/MÜHENDİSLİK VE DOĞA BİLİMLERİ FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Mühendislik Tasarımı ; Kırılma Mekaniği ; Sayısal Modelleme | gokhan.altintas[at]cbu.edu.tr | 60A60A5A4F411C3C |
152748 | ![MURAT YAYLACI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRRECEP TAYYİP ERDOĞAN ÜNİVERSİTESİ/MÜHENDİSLİK VE MİMARLIK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Yapı Mekaniği ; Kırılma Mekaniği | murat.yaylaci[at]erdogan.edu.tr | 3D2411C90CF93798 |
186257 | ![MEHMET EMİROĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRSAKARYA ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Yapı Malzemeleri ; Yapım Teknolojileri ; Kırılma Mekaniği | mehmetemiroglu[at]sakarya.edu.tr | 4BE3BC55C4E84379 |
5544 | ![YUSUF CALAYIR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRYALOVA ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Deprem ; Kırılma Mekaniği ; Yapı Mekaniği | mfycalayir[at]gmail.com | FF076E0C43177472 |
198372 | ![SURKAY D.AKBAROV](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRYILDIZ TEKNİK ÜNİVERSİTESİ/MAKİNE FAKÜLTESİ/MAKİNE MÜHENDİSLİĞİ BÖLÜMÜ/ Mühendislik Temel Alanı İnşaat Mühendisliği Akışkanlar Mekaniği ; Katı Cisimler Mekaniği ; Kırılma Mekaniği | akbarov[at]yildiz.edu.tr | 2EF38B4B68B43BB5 |
30719 | ![ERDAL ÖNER](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDDApwFOC0oFe7c8aw0Cl20/bS7eam4M53xRqCW1i1oGxLMhPXtmvPSev8AKt/xdc+frToMYiXZx/n61hRRNKcKDXkV5uU3c9GjDljcVImkTqfpTltZGPCmum0TQpLtACML612umeDbcgFxu/CuKVVJnbCjKSueWR2FyBuRSfwp3kSRlgyEuTkE9q9sj8HWiDiOobvwPDOvyxrn1xWf1hGjwzR5BFtjcGeJnPorYH+NEwdZlk2lpW4CgEADt1PNepwfD23WQm4y6noM9Kivfh7AMvaMyP25yKpVkT9XkeWT74AwdVbeP4T0rd8HagVuHsmP7twWQE9DVLxBos2lXL+cHHoT0rJsJ/s9/DNkjY4bg9ga6qNS0lKJyV6btZnq22kK8VIMMoZTwRwfalK8V7iZ5bVtCDbRUu2incQoFOC04LTgtS2MYFpxUY5p4WnbeKl7MZ4/q0n2jV7uUA4aZvwGSKW2BRtkfLkgDj3NS6gES/uAeokY/qam0FVe7UvyQc/j2rxKj3Z61NbI9I8PWAjt407nk/Wu7sbZUjHrXKaV8gU44wK662fKAivLbvLU9dKysi6IlxU0cYLYqBX4qeI/NmhWB3LH2de9QXEMe3gfkKnMhxUEhJWnLbQlXOW8Q6DZaxaNFcxg+jDgivDtd0R9G1R4CSyA/Kx7ivoW775ryP4hJsvYsjlxwce9XhqjU7GWJppwubumyGfTLWXHWJcj3xVkrUGkL/xJ7M9cxKfzGauFa+qpv3UfNzXvEJWipCtFWRYULTgtPC04LSGMC07ZkGn7aJCI4y5xgDJzUydotlRi5NJbni+sE/2tcjnhyDWl4TtmuNWUfwoCzGr3iHQ4fIOr2jsUkf51Zcde4z2zVnwNEPttw2OiivAqzUoux7VOk4zSkdvHMluu5mCqO5qdfGun2i7XbOOOB1rH1LTzc7TJKVjHXHQ1lSz6TZRPO2lPcqpIMjtsU8ZxyefSuWnFP1O2o5Hf2PjXSr0qiz4Y9FYEV1Fpc29wgZHVvpXlEGkQGzg1NNPWGGY5QpJvzjjqOp7/AMieldnoPyADPUcZpTsmOF2tTrJJ4YIy7sABySTWFeeL9LhYobuIsPQ5qDxCoazeMk7SuTt6mvMwLO315LM6WJGlA2l7plJ6Y+Xqev8AP0qoWkTNuJ3z+J7C4k2rKvPQ9s/WuD+JAMt1psa8PJu/pW8dItJ7h7F7JrOeLjh9w9iD3zWd4usPP17QoOpJxn2yKVNRVVEVHOULGzaW/wBmsoYO8aKp/AVJtqcp1Hem7TX1EbcqsfOO71ZXK0VOVoqhWEC08LTwtOC0hpDNvtUN6mbCYY/gIq4FpJY98LjGcisqyvBm1HSpFmRMlo2htb3Ee9ZlwFTqfTH41y3giIxPdeZw6sEIPUYrqcBJEkdNyRpwB2Nc74bOLzUcZAM7Hn6mvnE7QaPo6q99SO7SzivLbay847VXXRf3D28luskTHOCAau6WTtGa2QoKgisryWxo4xe5kGGX7JHA6qI4hhE7L9AOKbaExXKqOO1aV0BFETjnFY9q5e7B60OV1qOMV0Ni8XznCk9qoDTfJuY7hbdJJYxiOQqCR2zzWhI4Mi/hV5ItyDsaiMmthyinuY0dnmdriQZkP8R61z+vQFvFGhMozh3B+gAruHiCg5rmr2J5dftGCjZAkjs31UAD8z+lXT+NEVNI+g1lySfem7asbaaVr6uOyR8s9yuVoqYrRTENC1IEpwWpAtIdiMLTwvtTwlOC0r9A21Mme3MMh9DyKzjEiXMuxQpLc4HU108lusybWH0buK5GzE0ZZbl90wOHPqeRXh4qhyS5l1Pbw1dVIKL6HR6a4AAzW9AwZRXLWMuyT8a6OGTbGGrklZHaitrjusCqv8R5x6VnaY0MNyokcEHjg1rXJ88AFRj3rPg0O3a5Mrx4J54FQoml2tjauFt/KTbINxPHPNXoj+7A9BWTNZRrEPL+RlPGTVi0mkVdrnkUnoLXqWbg/LWIAGeZ+c7toPtWtcv8mfasqAEw89yTXRhaTq1EcuJrKnBkZSmlBVgrTCtfRJnzz3K5WipilFO4hFWnhacq8U9VqWyrDQtOC1IFp4QDqQAOue1K4yGVo4YXllbbGilnY9hjP8q4SG/TUlGoRjEcsjkD0GTiqHjjxd9udtM0+TFsmfNkU/6xu659B69zWtpdkp8K6bJGoCyQAHHZh1/OvOxb51ZHfg1yy1LdrMNwNdJZyho+T29a4WKZo5TG2QVNa9jeujgFuK81q6PVjJG/frcmBDbS7DnnIqrFb3rt810c+mBVyznM6lWGRTbu3kVcROVJNZpvZm8ZWZFLZ3JT5rgn2Wr9hbyW0e55nk3dnPAqPTraXH7yRm+tOvrnysInapY5yvqyS+mLfKDyeBilWLaqr6DFZ9lvvLzzDykfv3rX217OApOEebueFjqnNLlRXK0wrVkrTSgr0EcG5WK0VMUFFO4DVXinquBTlXHtWTrXiXTtDRhPIHuccQR4LfiewqXJLcaV9jXACqWJAA5JNed+OvGSmOTSdKlznieZDx7qp/me/SsHW/Fup60WjMxgt2PEMRwCP9o9659o8jpx71y1K19EbQpW1ZVTIXHHpxXrHw7uI9Q8My6bJ1tpCoz12t8wP57h+FeW+XgV1HgPUzpniaJGOIbseS/PGcjafzAH4msoW2Zs7rVHT67pE0Eu/HI6MBwax0vHhYcdOK9VmtY7qExyqGUj0ri9b8KzW+6aBd8fXIHIH0rKrh2tUdNLEJ7i6XqgI+/jFdLbXMU6gsRXmhiubV9yZI9qki1e8gbG4j2rkcDsjUS3PTJbyKGM7OvtXMahftPcCCBfMkPbNYsV1qd+21CdvrXT6Lo/2dZJpDuaNCWY+uKUIXlZE1al4nM6F8RVtlFrfWXyAn95C3zdfQ8fr+Fd3putabq6A2V0kjd4zww+qn+Yr5/lyshdT1qza3jo6srskg6FSVP6V6VOq4rlPIlHm1PoYrTSleW6Z4/1WyjWO4Ed3GvAMgww/Edfy/Guo0/4g6Vc4W6jltHPUkbl/MV0qrFmTptHTlAOtFMtL60v1DWl1FMCP+WbZI+ooq+aJFjzbXvH1xOWt9KHkxdDMfvt9PSuLdmkYu7F2Y5ZiSST703rTgtcLk5bnWoJCKPmFTEDFMAwwp5pWKGFAe1LErI4ZCVYHII6g04UvTp1p7CPevD1+NY0S2vRgOygSAdnHX+VbsEKyjDDmvNfhfqORc2DNkEB0B7djXp0Xyv/AIV1Rd0YtWZj6p4NgugZ7RVSYnJQj5ZP8DXKT2NtazGK4gVZR1DL+or0fVNYstF02S/v5ljhQYJxksewA7k14xqXxJ1O71SS9itbMQ9IUmj3lF9cjqT+VctajGR10KskdlpunNdELBFhPXFb97YJYaFOkYJby2yT1JxXkWoeN9fvU3Wt29sbZt6yWy7ARnHzg5yOa7rwj42XxZpj2t6qpqlvxKqjasq9N6j+Y7U6VKMNhV5VJbnhqp59opX7wFV+VOe4rVltG0/UbyxbrBM6fgG4/QCoprZZhno3tUSj7xmu5HbSlxg1bxgZqCG38sj9asgZpoY0FlOVJHvRTsUUa9xcqKwB9KcBnFOApwFMYx4zjKnn0pEfLbWG1/T1qYnbTRD5gywwuenegYBaRhzU2MDaOMU1xkUAbngvUPsHiS1YnCyN5ZH16fqBXvBkTy1lJ+UjmvmmJ2hmV0baykEH0NfQOjzrq2kWswbCSxBsfz/qK2psynE8h8fapq+ta+32mN47SDIghUnao9TjqTXMiWWN40dt5AyF3Z49OK+iL/RLa6sJLcxr864BAGRXkvivwy9i7XMGIpYlDOV4yBwWz7YzxSlC+ppCaWhy7bXjkYZViMgAd/fJ9M/pXoVv4OnsLbStc0LJu47eNpIc4EoKgkfjk15raT7oXQoWJOQ2eenPt/WvefCd1FeeFtNZHDlIVhfHGHRcEfX/ABqYblVr2ueS+Mo0PiUXsaMi3sKyMr8FXA2sCOx+UH8axgOK7T4r2SRa3YXqcGZGVscAkH0/EVxa0pbmcdhcUDigKRyvPsacV4yRipKFABFFAFFAEC8j9aeBUSZBKHqvH4dqlHSgZXuZDBcwzfwZ2sD0571eGDgjoRVO4j8+F07kZH1p+nz+bbgMfmj+VqALBHNMapDzTWHFAEB+9Xrnw21MzaMbRiWktpMf8Bbn+e6vJGGDzXY/DrUvsXiDyD9y4Qrg/wB4c/41UXZkyWh7T5gIz6CvJ/iFdP5d7EhwyPsJ/wBlkTj8w1ers2YwR/EPSvJPGcI3XcszMokugBgZJwjVq3oRBXkefWEjqWjdB87ZyRj16fn/ACr1H4X3yBdS0zo4IuFBP3s8Mf0X868xtIvKm8xJArI4wBkN9ePoK2dK1iXw94gstTKlomOJs8lkPB565GCfyrFOzudM43jY674ux/6Bp0+OElZD7Zwf6V5yp4H0FexfESzj1TwPcXMJDrGEuI2HOV45/I143ESYlPtTkYRLK9KHGIzSJ2pXPyGpKGqMrRRGc8UUAU5GKyRsP4vlNWFOUoooGJH981UT/RtSIH3JO3vRRQBp8YpDRRTAhkHWrOmXTWOoQ3QJzDIH474PP6UUUmJn0WjiSCIjgMM/yrzL4hQ7LQkf89g355oorb7JFP4zgR5T3SsQyRnAbHJx3qO8Q/Zy6sBt6bv/AK31oorB7Hcz1Dwfef258Mbi2lyXhimtCx74XI/Qj8q8ltiTbr6j/wCvRRVPZHH1ZZQ8D605h8poopDGKdrUUUUAf//Z) | ![ORCID](../images/orcidFav.png) DOÇENTBAYBURT ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/MEKANİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Katı Cisimler Mekaniği ; Kırılma Mekaniği | eoner[at]bayburt.edu.tr | D66CDE7DAB1FEFB5 |
135170 | ![ÜMİT YURT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTBOLU ABANT İZZET BAYSAL ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Yapı Malzemeleri ; Yapım Teknolojileri ; Kırılma Mekaniği | | 8C2899865AE37811 |
60627 | ![ÇAĞATAY MEHMET BELGİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTGAZİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/İNŞAAT MÜHENDİSLİĞİ ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Betonarme Yapılar ; Deprem ; Kırılma Mekaniği | cmbelgin[at]gazi.edu.tr | 13BCC94FF1B1813F |
46565 | ![NAZİFE DOĞAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTİZMİR DEMOKRASİ ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/GEOTEKNİK ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Kırılma Mekaniği ; Geoteknik ; Zemin Mekaniği | nazife.dogan[at]idu.edu.tr | 96C1599A03F996C2 |
160487 | ![VAROL KOÇ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTONDOKUZ MAYIS ÜNİVERSİTESİ/MÜHENDİSLİK FAKÜLTESİ/İNŞAAT MÜHENDİSLİĞİ BÖLÜMÜ/YAPI ANABİLİM DALI/ Mühendislik Temel Alanı İnşaat Mühendisliği Kırılma Mekaniği ; Betonarme Yapılar ; Sayısal Modelleme | kvarol[at]omu.edu.tr | B77676403E039C1C |