1. مشخصات فردي
نام و نام خانوادگي: عباس پورزکي 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)
پست الكترونيكي: A.Pourzaki@nnp-co.com
مقطع و رشته تحصیلی: دکتری، مهندسی برق-الکترونیک، دانشگاه فردوسی مشهد
2. سوابقکاری
* سیزده سال سابقه عضو هیات علمی
* عضو هیات علمی موسسه آموزش عالی اسرار مشهد
* مجری طرح پژوهشی «ظرفیت سازی در ایجاد زیرساختهای توسعه فناوری در شرکت آب و فاضلاب مشهد»
* کارگزار ثبت اختراع شرکت آب و فاضلاب مشهد
* دارای مدرک دکترای مهندسی برق-الکترونیک از دانشگاه فردوسی مشهد
* شش سال سابقه مدیریت مرکز نوآوری و دفتر مالکیت فکری پارک علم و فناوری خراسان
* هفت سال سابقه مدیریت شرکت نوآوران سپهر آریان (شرکت همکار فناور پارک)
* مولف کتاب «فرهنگ جامع برق و الکترونیک»
* دارای 13 مقاله ISI، ISC و علمی پژوهشی و 12 مقاله کنفرانسی
* دارای سه مقاله در موضوع اختراع و نوآوری و چهار ثبت اختراع تایید شده
* اجرای ده عنوان طرح پژوهشی
* عضو هیات داوران کنفرانس مهندسی برق ایران و مجله بین المللی مهندسی (IJE)
* سابقه فعالیت در صنایع دفاع، پژوهشکده علوم و صنایع غذایی، پارک علم و فناوری خراسان
* مدیرعامل و مدیر مالکیت فکری شرکت نوآوران نگین پژوهان- مجتمع آزمایشگاهی پارک علم و فناوری خراسان- تاکنون
3. تاليفات
* تالیف کتاب فرهنگ مهندسی برق و الکترونیک، عباس پورزکی و سعید صمدی، انتشارات دانشیار، زمستان 1388.
تبصره- سایر تالیفات:
* تهيه و تدوين دستورکار «آزمايشگاه مدارهاي مجتمع خطي» در دانشگاه سجاد، سال 1384.
* ترجمه مقاله روشهای ارزشگزاری: پارامترها، روش¬شناسی و محدودیتها، نویسنده: جان ترنر، ارائه شده در مجمع منطقه¬ای آسیایی WIPO، خبرنامه علمی آموزشی پارک علم و فناوری خراسان، تابستان 1386، شماره 15، ص 19-22.
4. مقالات ژورنال
1- A. Pourzaki, H. Mirzaee, A. Hemmati, “Extraction of Saffron Components by Using Pulsed Electric Field”, Journal of Food Processing and Preservation , waited for publishing (ISI).
2- A. Pourzaki, H. Mirzaee, and E. Mirzaee, “ACPR Prediction Of A CDMA Power Amplifier”, Current Development in Theory and Applications of Computer Science, Engineering and Technology, Scientific Advances Publishers, Vol. 2, No. 2, Nov. 2010, 13-22.
3- A. Pourzaki, H. Mirzaee, “Technology of on-Chip Configurations: System, Chip, Network and Lab”, International Review on Computers and Software, Praise Worthy Prize Publisher, Vol. 6 N. 1, Jan. 2011, 86-90.
4- A. Pourzaki, H. Nabovati, H. Mirzaea, “Artificial Neural Networks Applications in Nonlinear Behavioral Modeling”, International Journal of Innovative Advances in Science and Technological Research, Vol. 1 N. 1, Jan. 2011, 47-62.
5- A. Pourzaki, H. Mirzaee, “New High Voltage Pulse Generators”, Recent Patents on Electric Engineering, Bentham Science Publishers Ltd, Vol. 2, No. 1, Jan 2009, 65-76.
6- A. Pourzaki, H. Mirzaee, “Recent Patents on Programming Languages”, Recent Patents on Computer Science, Bentham Science Publishers Ltd, Vol. 1, No. 2, June 2008, 124-149.
7- A. Pourzaki, K. Mafinejad and S.H. Keshmiri, “A New Method for CDMA Signal Modeling in Nonlinear Systems”, Journal of Circuits, Systems, and Computers, Vol. 15, No. 6, Dec. 2006, 833-845 (ISI).
8- K. Mafinejad, A. Pourzaki and M.E. Kalantari, “Nonlinear Analysis of a Power Amplifier in C Band and load-pull Technique Calculation Using Volterra Series”, International Journal of Engineering, IJE Transactions: Basics, Vol. 17, No. 2, June 2004, 131-134 (ISC).
9- عباس پورزکي، خليل مافي نژاد ، " ارائه يک مدل غيرخطي براي سيستمهاي سلولي در حوزه فرکانس با کمک شبکه عصبي و مقایسه تحريک چندتن با CDMA"، مجله پژوهش و فن آوری، شماره 1، تابستان 1388، صفحه 23-12.
10- عباس پورزکي، خليل مافي نژاد، محمد حسين کلانتري و هومن نبوتي، "بررسي رفتار غيرخطي ترانزيستورهاي قدرت فرکانس بالا نسبت به تغييرات بار"، مجله بين المللي علوم مهندسي، شماره 3، جلد 16، پاييز 1384، صفحه 9-1 (ISC)
5. مقالات کنفرانسی
* حسین میرزائی و عباس پورزکي، ملزومات الکترونیکی کردن فرایند ارائه خدمات به مراجعین، ثبت، ذخیره و انتقال داده ها برای اداره ثبت احوال مشهد ، اولین کنفرانس ملی دانش پژوهان کامپیوتر و فناوری اطلاعات، 25 آبانماه 1390، دانشگاه تبریز، تبریز، ایران. ص 401-408.
* حسین میرزائی و عباس پورزکي، بررسی تاثیر روش میدانهای پالسهای قوی بر استخراج زعفران، بیستمین کنگرهی ملی علوم و صنایع غذایی ایران، 1 تا 3 آذرماه، دانشگاه شریف، تهران، ایران.
* H. Mirzaee, A. Pourzaki, “Designing and manufacturing high voltage pulse generator with adjustable pulse and monitoring current and voltage: food processing application”, ICECECE 2011, VII. International Conference on Electrical, Computer, Electronic and Communication Engineering, 21-23 Dec., 2011, Phuket, Thailand, pp. 659-664.
* A. Pourzaki, K. Mafinejad, “A New Nonlinear Model for Power Amplifiers in Frequency Domain”, ISMOT2009, 12th International Symposium on Microwave and Optical Technology, 16-19 Dec. 2009, New Delhi, India, pp. 1033-1036.
* A. Pourzaki, “Prediction of ACPR of a CDMA Power Amplifier Using Multitone Excitation”, ISMOT2009, 12th International Symposium on Microwave and Optical Technology, 16-19 Dec. 2009, , New Delhi, India, pp. 36-38.
* A. Pourzaki, H. Mirzaee “Pulsed Electric Field Generators in food processing”, 18th National Congress on Food Technology, 15-16 Oct. 2008, Mashad-Iran.
* عباس پورزکي و خليل مافي نژاد، " كاهش مصرف توان در مديريت توان مخابرات سلولي "، اولين کنفرانس بهينهسازي مصرف انرژي، 20 و21 تيرماه 1386، مشهد.
* عباس پورزکي و خليل مافي نژاد، " كاهش مصرف توان در سطوح مختلف مخابرات سلولي"، اولين کنفرانس بهينهسازي مصرف انرژي، 20 و21 تيرماه 1386، مشهد.
* حسین میرزائی و عباس پورزکي، پیکربندی روی تراشه ای: مدارهای فعال و غیرفعال، کنگره ملی مهندسی برق، کامپیوتر و فناوری اطلاعات، آبان 92، مشهد، ایران.
* حسین میرزائی و عباس پورزکي، بررسی اثر PEF بر میزان و کاهش زمان رنگ دهی کلم بنفش، دومین همایش ملی علوم و صنایع غذایی دانشگاه آزاد اسلامی واحد قوچان، 8تا9 اردیبهشت 92، قوچان، ایران.
* حسین میرزائی و عباس پورزکي، شبیه سازی روش پالس دهی ولتاژ بالا با اعمال ولتاژ ثابت (dc) به ماده غذایی سیال، دومین همایش ملی علوم و صنایع غذایی دانشگاه آزاد اسلامی واحد قوچان، 8تا9 اردیبهشت 92، قوچان، ایران.
* عباس پورزکي و حسین میرزائی، بررسی انواع ولتاژ ثابت و پالسی بر استخراج قند از چغندر، دومین همایش ملی علوم و صنایع غذایی دانشگاه آزاد اسلامی واحد قوچان، 8تا9 اردیبهشت 92، قوچان، ایران.