Mohamed Sanad
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Mohamed Sanad (Arabic: محمد سند) is an Egyptian antenna scientist and professor in Cairo University faculty of engineering, in Cairo University computer engineering department at the teaching antenna design..
He made contributions to antenna theory, and holds sixteen patents in that area. The most recent is for "Design of single and multi-band PIFA" (planar inverted-F antenna).[1] He has also published thirty peer-reviewed papers or conference proceedings; the most recent are three papers at the IEEE Antennas and Propagation Society International Symposium (APSURSI), 2010, IEEE,[2][3][4] He also worked with Nokia and Motorola on mobile phones.
IPA Prize Winning Project
A low-cost, lightweight, low wind-load, foldable/deployable, multi-broadband base station antenna has been developed using dual parabolic cylindrical reflectors with novel small size broadband resonant feeds invented by the applicant. The new base station antenna has the following 8 important advantages over the existing ones in wireless applications: (1) One base station can cover all wireless applications at different frequency bands including WiMax, digital TV, CDMA, GSM, etc. (2) The station is foldable/deployable and can thus be shipped and stored in a very compact form (3) It is very easy to assemble and disassemble (4) It has a low wind load (5) It is light (6) It can stand on the ground without mounting towers (7) It is low-cost and (8) It can generate beams of arbitrary angles in the horizontal and vertical planes.
References
- ↑ US Patent 6,836,246, 2004
- ↑ "A novel dual resonant antenna configuration for mobile laptop, notebook and palmtop computers" publisher's link accessible link
- ↑ "A lightweight broadband dual polarized base station antenna for all bands of UHF DVB-H mobile TV, CDMA and GSM" publisher's link [http://amantantennas.com/am/library/pdfs/Base%20Station.pdf accessible link
- ↑ "A resonant handset antenna that can cover all bands of UHF mobile TV, GSM and CDMA without using matching circuits" publisher's link accessible link
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