40728 | ![AYŞEGÜL KOYUNCU OKCA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/EL SANATLARI BÖLÜMÜ/GELENEKSEL EL SANATLARI PR./ Güzel Sanatlar Temel Alanı Geleneksel Türk Sanatları Halı-Kilim ve Dokuma ; Eski Kumaş Desenler ; Tezhip | aysegul.koyuncu[at]hotmail.com | 259626E560835CF1 |
33814 | ![CEREN GÖDE](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MAKİNE VE METAL TEKNOLOJİLERİ BÖLÜMÜ/MAKİNE PR./ Mühendislik Temel Alanı Malzeme ve Metalurji Mühendisliği İleri Malzemeler ; Malzeme Üretim Teknolojileri ; Malzeme İşleme ve Tasarım Teknolojileri-Eklemeli İmalat | | A6C1E0DAEF1A4E26 |
37771 | ![FATİ YILDIRIM](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/KİMYA TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi | fati[at]pau.edu.tr | C2BAB3177C25873D |
51927 | ![KADİR ÖZKAYA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/İÇ MEKAN TASARIMI PR./ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Endüstri Mühendisliği Ahşap İşleme- Mobilya Tasarım ve Teknolojisi ; Ahşap Esaslı Kompozitler ; Ahşap Yapılar ve Konstrüksiyonları | kadirozkaya[at]pau.edu.tr | EF69FDEB70054807 |
13249 | ![MUSTAFA ODABAŞOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/KİMYA TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Spektroskopi ; Teorik Kimya | modabasoglu[at]pau.edu.tr | 384B28319F87D027 |
162629 | ![SELİME ÇOLAK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/EL SANATLARI BÖLÜMÜ/GELENEKSEL EL SANATLARI PR./ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği Deri Mühendisliği ; Lif Teknolojisi | scolak[at]pau.edu.tr | 62C0B9630C5912EF |
5122 | ![VELİTTİN KALINKARA](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/İÇ MEKAN TASARIMI PR./ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sosyal Hizmet Aile Refahı ; Yaşlı Refahı ; Ergonomik Tasarım ve El Sanatları | vkalinkara[at]gmail.com | A18A2DAE808F3432 |
39103 | ![YAHYA CAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TEKSTİL, GİYİM, AYAKKABI VE DERİ BÖLÜMÜ/TEKSTİL TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği İplik Teknolojisi ; Tekstil Teknolojisi ; Kumaş Teknolojisi | ycan[at]pau.edu.tr | 90AF8735C1197429 |
127749 | ![BURCU UYSAL KARATAŞ](../authorimages/photo_w.jpg) | DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/KİMYA VE KİMYASAL İŞLEME TEKNOLOJİLERİ BÖLÜMÜ/KİMYA TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | burcuu[at]pau.edu.tr | 57EC52FFF936076D |
40189 | ![ÇİĞDEM AKDUMAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TEKSTİL, GİYİM, AYAKKABI VE DERİ BÖLÜMÜ/TEKSTİL TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği Nanoteknoloji ; Tekstil Bilimi ; Tekstil Teknolojisi | cakduman[at]pau.edu.tr | A4D0E6722DF504A1 |
48626 | ![HABİBE KAHVECİOĞLU SARI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/EL SANATLARI BÖLÜMÜ/GELENEKSEL EL SANATLARI PR./ Güzel Sanatlar Temel Alanı Geleneksel Türk Sanatları Halı-Kilim ve Dokuma ; Eski Kumaş Desenler | hkahveci[at]pau.edu.tr | F60550C9026A6C93 |
255075 | ![MEHMET KARACA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/ELEKTRONİK VE OTOMASYON BÖLÜMÜ/BİYOMEDİKAL CİHAZ TEKNOLOJİSİ PR./ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hayvan Sistematiği ; Akaroloji ; Ekoloji | karacamehmet[at]pau.edu.tr | A1AFACE5DB2D4638 |
158734 | ![MİHRİBAN KALKANCI](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TEKSTİL, GİYİM, AYAKKABI VE DERİ BÖLÜMÜ/TEKSTİL TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği Konfeksiyon Teknolojisi ; Tekstil Teknolojisi ; Kumaş Teknolojisi | mkalkanci[at]pau.edu.tr | 530E870CB8031EE8 |
53404 | ![MUHAMMET AKAYDIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TEKSTİL, GİYİM, AYAKKABI VE DERİ BÖLÜMÜ/TEKSTİL TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Tekstil Bilimleri ve Mühendisliği Kumaş Teknolojisi ; Konfeksiyon Teknolojisi ; Tekstil Bilimi | makaydin[at]pau.edu.tr | 399099C0E114689E |
48439 | ![NURCAN KUTLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/MODA TASARIMI PR./ Güzel Sanatlar Temel Alanı Tasarım Tekstil ve Moda Tasarımı | nkutlu[at]pau.edu.tr | 7E4DED30BA58E069 |
51504 | ![ALİ ÇETİNOĞLU](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MOTORLU ARAÇLAR VE ULAŞTIRMA TEKNOLOJİLERİ BÖLÜMÜ/OTOMOTİV TEKNOLOJİSİ PR./ Mühendislik Temel Alanı Otomotiv Mühendisliği | acetinoglu[at]pau.edu.tr | 7DA4EA38FFDB82CC |
31111 | ![AYŞE SERENAY ÖZMEN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwC0ZrlT81tn/dNMN8q/fhlX8KvmLHQsPxppjb1z9Rmi6AprewvgliM8AFcZqWKVGG4OrKehB6/4094AwKtGjD3FVoorWCNlI24ypxwpznj36Y/OldAW47yBGQjDMcgktkjt0P1qtd3sMfmhcCQqeRgYrHvtV+yl0jO/cfvEDOM5x+dVtNs7/wAR3IhtwCoPzHk4XtnIxWUptO7N4QUloc/rV1LIz4/iP3ic5/z/AFrm5r65tpMRysuO47HrXvA+HsUkTK8YG4DI2g/r659PzrznxT4JubFmkWE4DbQFOSf0wO/c1EKqbsaToNRuZvhrxS6ultcszAnaDkZXJxxnoa7G4tosC8tf9SVULJEMckDjgdM5/Hr3ryufRLq3fcYjkdsV0vhzxTNb5sr4BomCqxxkkg4BxnqAew59M5J1kr6oxjK2jOgF4k0Oycr6ZU5Kt3zzWJqaXH2hpi5FwGB3rgBic9MdyDz3P1zWrqVqJovPhdgM5IIyV5/z09aoNIt3+4dzlThT0JHp7d/1pomXYitNQJY5GGXh1PBHOOnp7/yrrtB1aNsW90UDfwNjH4GuFkMkdwzOse9M7tzDDqeDn8f5Vb024eIhUZiU5jYnqPTPqOh/CqZKPWljA6VIErM8Pal/aFgodszRgK5PU+9bapxQSMVfaipwlFMDJK80wpn61YIppHPSpsMrsvY9a5fU7rYH5TByWz0GO+T14x9eBXWXGxbeR2JACkkjnHFea623lvtlkJOf9WvU/XvSGivb2F94j1SOzswxlkYgFhjaB1J9P89a+gfCvhi38O6LFbRqplC/O+PvGub+FmgpbWL6hMCZ5Pk+bqgHO3688++a9GPXpWU9TeGiIJIwkZUcH2rB1LT4rhVEiggZyDz1/wD1CtyV8nvmqbpvz78VjZXOiN7Hn+r+HrcoT5Y5Hr1rzHXtBFvIWhRgV9T3r3nULYtAW28KM15/r1osqOe/NaxkZzgcTo2q+dD9mmUeZGuzP98c9/X0/wDr8M1FDDL5sQHlswAKnj1/HOP/ANdUL2L7Df8AmqpKjIYdMj+lXXmWe2eFpPv85XPsQ3bPQVqmc7XQbMwuYhMSyuvcDn8f89arQyKH45UcKF9M4P4d/qKhtpvJlaKVOM85PT9O456+lRzblk2qRhcc5HQ8/wCOKtdiGdj4e1MWWoJI5Kxu218nG0++fXjt6+leoJhlBXoa8Mt7n5gckBu3XB9j+mf5V634U1Eajo6EvuliPlufcf5FJbhLubgHpRTwKKogycU0DB6U+k/HFIorXz+VZyksE+X7xH3fevO7tYhqLXEjchi4U4HQ8DHpnrXbaxP5ajnAADEeuMn/AArzWLzNW1u3sEk2te3SQk45AZ8Z/DJP41N7FJXPoPwveWeleF7N7yZUZ4lkb1y3PNbUet2FwreRcxSEcYVgTmvNvEPiXw9pDSWd4zvMFwqxtgkA4454/EiuDW78Nak+YJZ7SUNgJISG/E8/qaycZWudC5L2Z9Am4SQHawNRPIqYLdK5DwpNczRmBpzNtHDHritDWb2W0VtykAD1rJnSlbY1bi5QxFR6EVxOsW7GRuMDr9a52+8ZazBKzQWqSxA8KTyKpTePb+4QCTTNrdyWOPwOKqC7EzdtzM120SNWYiuZhuFEeGOAhweeg6/5+ta2ra8t0GjmiMRPGc56f5Nc08m2Y47jNbROSbW6L99MGZJQzb+FJHPI6H/PoKVphIiuhGVHOOuP/rVVV/OjkjwOmOuPxqKGU7Qo4yO/rVIhl6KdegY/j/n17133w51NI72e1Y4Eyhxn1HXHoMEfjXmzuQ29cYBxgdauWFwILtHP3QwOM9R3FEnbUXQ99udb0uy/4+dQt4v96QUV4T4nt42kaUWj28zSEgNkblwOx96K1pRdSCkluc8Z3Vz2kXMLfdlQ/RqdvDdGFeOQzkAsyLjoMZGKsxXsslwEQyom7tKcn3NZ3NrHTeKb/FvOY2OZDsXsMDIOfxpPg1pY1LxpJeSxEpY27OjdlkbCj/x0viuW1W4lNupLMW5yGJOCB0/OvRfgV8h1o7SufJUA9sbz1/Gok/dNIJ3NbXvCdppniP8AtWBVldyWaN14X6Ht2/AYrh5vC9rNemVnlLj5IxOc7FByAPnzwfQdK971HTbe/UedGHI6Z7VlQ+GtOtpfMjgQSeuBmp9o0rGqhF6mD4B0WfTY5WlLOhXCk9fz/wA/1LfFpaSXyY1+Y9zXe2sCxwbVAAA4rj9bJfUySnyoODWUtWawe6PJZtN1B5Akj/Z4i2Hk5G38ue3fA+vbC1zTNTsdRm/s2e7mtU+ZZS+8MMA/wgA85/l259ok06LUFLKWjkx95OK57UPA32mRm3QnJOS0fzH6kVtCSStYynFyd7nj7aq9+XtrxFaQZAdB19c1UkhkiKlgcdOfSvWW8C2dkhZ1Tf14XArkfEllDbphB06Uc2uhLi2tTj45PLlVs8Hj8e39ae7BZGYEAE5BxVaX5WJ6HsBUhO+MHj5eDx0qzMmaQmPAx81LBK4jU91yp55qCNhsZDnp+VIr4mlG0ANztzR0Etzo7q6utckN9fyEx26LGWAyST3orOE1xNpy28BJAbJUcUV20sSqUVGMrL0X6nFONpNXsdW+tXCHL2Nq3TPGKeuqJJIAdMhyRnK1Uugir8+M5wKS1Ayp9eB+teOqsmem6cLFHW5QWBVTGoTdtz/j9RXb/A7UCkmsxM3A8kr2z98H+lcDrbrtkJfIIAUAYwv4fT9KtfDC/Nn4mmiMhXz7ZgqZ+8wZT/6DuP5107wJg+Woj6SudYWBTk5PvWZZarNq2qx28blYlbdI2Ow7fj0/GuNvtTnIxnA9a1NDhuJInNrLsYKW355yK5d2d1kkekPcpFFtLAHoa4+5Sa+vbrZIscSY+YjOc1yWtavr1mSzbZhj+EnP5Vg2Wu+J7+42QwCOBj8zMDVSTb2JhGMVe52mmak8c5SVcjcVyPXNdSxjMQYNya4YvLZ2aq6Lvzkt6tViHXd8S5bpwQTyKFKwnBPUtazIq7uc46CvIvFtyGZlUnH8q7nWNU81Gwfoa811+QyEk9auMrsJQtE5pmycf5zSxONxVjkHg/Wqxb52z2NOznJBxjn69q6LHBfW5YAZSeDt6ex9aR5CHVvbHTtUYfcQ2eR19xUpAZCG9OKQG3obr9qlR5igxu3Yyfp+v6UVn6dceTNG+4qRkHAz2orGcLu5yV8Pzz5kdVdZdhuPPYGiJGKrgcjpVdWmuDxliDngVo+RLsTapUdyRXK7o9TQxdZh3Mqxtu4Jc8ADr0554x6emPXJ0i9TTfEdnd7tqJKN7Hsp4b/x0mtbV1zc7WONoyR65rnbhdsbNuAy3Tr7/wBa74PSxhJa3PdZLYXVu69TnPHU1HJYa/YYew1FkRuGQRg4HXg9ayvAWsC/0y2SZh50CiJv9oDoa9Ea1lkgZolypUg5HB9qw5bNnbTq6o4Ke7121y8scV6oBBAG8g/7vDfzqODxBrEUJkTSowg7GMxkfTJrVutFvfMYxTPsJyFbnFJbaNKZN11vcD+HaFH+NaXR0t0Wr/oZT6trWrDyV0VkX+KRplAH071chsXVGlYlT3HWuugtljgHmKEQDhRxWRqkqqPKjxzWM9TBS1905O8VjuABGPSuK1wCMOTyfWu71KaO1gJLLk+1eXa/qPnyOinPPJFXTWpFaouUyQu8bl55ORSn5eoGOlV4JPKlDYyO/OKtRjeCCefb6V02OC4xTh8dM1ZTkZxVLdg4NWozwfXvSY0Sw/KzoM+tFM3FZ9y4zRUsaZ7DYWStL5+yJlT7+0YyagmKtcSPbkog6KPWq39sSrH5aAKzDDEDrUBvf3BC43cjI71x7nQtDNfyzqcjTMQPKLHb3IjJA+hxj8TXLyRf8SwF0J/eqAx/3TuH6j8q6G6H2iaaFAfNYbUywHJGB+ueprCuMqsi7QehPPXA5NdUdyJbE+j6jc6QySxErJHwR/eHfP41774M8Z2OsaSsZYLMOqHqD+dfN9s4+YbSOM/WrFvqN3psy3dlM0U0fOR0PsaJw5hUp8r12PqG6aEuGSPGeq471WeW3gG6RCvoWGK8otfFWuT2EVwLhWLIrY246jNZt9rurXTkTyvistVodaSlqmejap4itkZsyD6A1zNzrsDb5XYHjgZrjHeVySxZjSLbSSnnOKncHFIj17WZLtikZISuOuT82M5NdNfWuxGLcAcY9a56ODz9QiiP8bhT+JxXTTWhxVZNsWHTpWtTcOCsYHA7nPT8KdCCJlX+8QDXY69Zx21nbwREZOAVH8IA4FcnF/x9Ruc4Jyau5m0U549hJHrT7c84P0qS5XMje4z+tVo3CSZ9fahgi4RtkVmHDD0opH/eIuD+VFSM7slpZiuPlHSnLEqgln2EAsnGSTz79Pf+dJBIDMQASpHXFOuQ8dq74YndnI7enH+etcUN0dDtYy79Wa4bzVJ3AJx656/rWXKpuELuw3lRk9Cecc+x/wA4rSuy7Tx7lYfKRl+/T/Gse6bLFgTjacZxzziutIzkzM8xk+cfw8/yqeJhIHyeNpqszAwyY7kDHp/nFMtXwxXqMdKu1zNM9M8OqJdFtj1CoBx7cVfubIN91ee1Zvgg+ZpAU9nbH511qQISOcfhWElqdFOVjnodJDthlI+taCadGqdCcCthbJMgg5J6YqU2wAwFH41PLYcqjZwfiCyxFu2YTBIP0rB8JaetxrBnlXiIZX3Y9PpXX+L9i2qrzv5xiqXgnT3S1mupAfnbCDJwMdT+J/8AQa2jsYWuxddiWO4jdx1jOAe5GGH9evqelcNJGYyAeCqkYIrt9fBkuSWJfPAPXHX/AOvXKXcf+kFQfu9T26U0EkZMy4lbPHAH6VSlGGq9cECds5IwP5CqUh3SHHYVojMElZOhooKnB4opWHdnpETqsnAO0DJPtUzOvljcSYeM5+v/ANaoVCIRvwSBnB+lULq8lLIISuVOV9Mj1FcdFXOiTsiTWZRJfK0KlUbDADj0/Lofzrn77YqtnONpAxx3J/Gr9xK5ZVb5pGB3ZA6k5/CsfUWwCvy5bHQ57V0xRlJmbIdqgYIJJb8P85pitjOPvHgUNlmP5VHkhs960Mz1TwJEUia3IH3A3PftXXG2kEh2kgjpmuG8B6/YjUYheTR25EZVmlbap6d+lerTQAkMmMe1YyTuaxkZtvHODgkD3q55ASMk5ZqsQWzsQQBmn3kZhtZHwDtXOKke5wer20d/f4lJWCHDOf72fT8sfjntVr7QWtxFbxeVEFIz0z/hUxsHlQ3VwRHF3kccnjoP85rH1HUkiQwwk/OMcnJPuaauVojOvWBmYqQ2DgYzz7/yrmlAeR2zkE5Pfpmrt9qaRt5UTh5Pu9M7fc+9Uoztjl3tu3AE5JznP+FaJGUncxbo/vpPQNgfy/pVYDLuc9BxU0hySc+9V84z6VRBoadZG/ulhXbuIJAZwgJx03Hgdzz6epFFR2l2YjuBJUE5TcR19x9B+VFVoJ36HaXs0DRtskwxBAP9P5VUh+z5YM/CooLMSQSABnH1rnjdm4RklY7ZD2GBu7cVbgT5ljX5FBDMSc446DjGOtYqCirI1UrsluHKShipG5QVyc/j+lY1yzSSgZyQKvXL8LyPfH0qgACxZjnJPFVEUyB1CgknBqNE3bgikkjj2Hc1JcEu+0c/SrywLbWOwqGuLhRsOQAoJ5zn6Y9PmPIK1ZFhuk6ZcaneQWtsSs8zsq54XgZNag1jXPDdz9kjvJUMTbvLjlO3PqV+6fxFTaLePY2zS2gkk1Rz5NthtojTBZn+uc9f1AIOdcSMFM87LMrysDJuOZGXk9ecfNk9yTmgVjqNN+KuuWTMZvLucjgSxKQPpt21dPxdv5cRzWtkqHhsQPkDv/y0riYNIu74C4mC21uwDBpDtDAnGVzxjgjJIGRgmmXcFub6IW0bARw+ZIMhsnJIz8x7Fc+hzxxRZD1Op1bxzeavi4SzZFHEQY/u4x7D+tc5c6ldXMrkvsZuGKnBx6e3NWrq3vYNAsZJY3EEuSrbgwPdR+R6GqJVUJYDGBwP8/jSSQ22Lbphif7o5HqanmLJGMAZ25Iz2piKyW4QkjLb6ivmIbYDjHHHY980mMzmYbfpUABkYKKlkGc+5/SpLQhLiNgQGUhhkgZwfU8D60ySJ4hEfvZ/Cirtz5L2kMaOJJSdxKk4TGQQcjkkBTwegHJJwpQAyFBjGM4xuHfnpWxaqzW0sjP/AKteOOpP9etFFTM0huUZ1IVM4OeT+NVZOCV9M0UUohIqq65JI5NasEElxb3N1Im+O3jR3BwQqlgAB9WIHHQE9aKKtkImdpZtEu9TLMsn2lIWCAKu1kPAA/3QPp+NR6bLbz6vFJcwB7eCI7YedpKqdoIz0L8nBHU8iiimI3NR1KOO3e833MYuVYJG7h2lPRWOchRt27u53MoAU1zdtJJd6hvuJSftcn79vVd25j+Yz+FFFHQOpq6pq8eqItvZQmO0jP7syH94VA43c498AcZ9KpgBiSR1YL+VFFLoNFiORYw0rRrIQCEVs4Dev4fl9elZrITG0rDIPT2/z/Wiio6l20IQm4FiMqvJFQL80mWyAx7UUVaIZq6bpt5qsv2HTbfzZzk5yqsV69WOB07c8nrRRRUydgSP/9k=) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/TASARIM BÖLÜMÜ/GRAFİK TASARIMI PR./ Güzel Sanatlar Temel Alanı Tasarım Grafik Tasarımı ; Görsel Tasarım ; Dijital Oyun / Dijital İletişim / Dijital Yayıncılık | | F4E60484210673B1 |
43206 | ![AYŞEGÜL CEYLAN](../authorimages/photo_w.jpg) | ÖĞRETİM GÖREVLİSİPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MAKİNE VE METAL TEKNOLOJİLERİ BÖLÜMÜ/MAKİNE PR./ Mühendislik Temel Alanı Makine Mühendisliği Makine Tasarımı ve Makine Elemanları ; Kompozit Malzemeler | | F0DFED8A977C25BF |
140766 | ![AYTEN CANTAŞ BAĞDAŞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/ELEKTRİK VE ENERJİ BÖLÜMÜ/ELEKTRİK PR./ Fen Bilimleri ve Matematik Temel Alanı Fizik Malzeme Fiziği ; Nanoteknoloji ; Spektroskopi | abagdas[at]pau.edu.tr | 024A0AF4CB56458A |
312099 | ![BEDRİYE ÇİFTÇİ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) ÖĞRETİM GÖREVLİSİPAMUKKALE ÜNİVERSİTESİ/DENİZLİ TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/GIDA İŞLEME BÖLÜMÜ/GIDA TEKNOLOJİSİ PR./ Ziraat ve Orman ve Su Ürünleri Temel Alanı Su Ürünleri | bedriyeciftci[at]pau.edu.tr | F3E0326DB779E402 |