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Waseda University Ph.D Academy. Spectrum Sensing for Wireless Networks. Bingxuan ZHAO Wireless Communication and Satellite Communication Project II Shimamoto Laboratory, GITS zhaobx@fuji.waseda.jp. Outline. Introduction Cooperative Spectrum Sensing Conclusion of the Dissertation.
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Waseda University Ph.D Academy Spectrum Sensing for Wireless Networks Bingxuan ZHAO Wireless Communication and Satellite Communication Project II Shimamoto Laboratory, GITS zhaobx@fuji.waseda.jp
Outline • Introduction • Cooperative Spectrum Sensing • Conclusion of the Dissertation
Current Status of Wireless Spectrum • Limited Supply vs. Growing Demand http://www.lbl.gov/MicroWorlds/ALSTool/EMSpec/EMSpec2.html
Current Status of Wireless Spectrum http://en.wikipedia.org/wiki/Frequency_allocation http://www.its.bldrdoc.gov/isart/art06/slides06/mch_m/mch_m_slides.pdf • Cognitive Radio: improve spectrum utilization Scarcity vs. Largely Underutilized 4
Research Question Cooperative Spectrum Sensing • Effectively find the White Spaces: decrease PFA • Avoid interference with the PUs: decrease PMD Noise Power Uncertainty • How to address the power uncertainty problem to decrease PFA and PMD
Local Sensing Techniques • Simplicity • No prior-knowledge required • Most widely used Energy Detection mechanism Time Domain Frequency Domain 6
Cooperative Spectrum Sensing Presence Data Processing Data Collocation Data Reporting Infer Absence • Soft Combing: Data fusion, high performance, high BW requirement • Hard Combing: Decision fusion, low performance, low BW requirement 7
Model of Inter-Channel Interference Superposed Power
Power Decomposition 1/3 • The received power of the receiver, r,working on channel u produced by the transmitter, tx, working on channel v can be represented by: • d is the distance between tx and r. • Pt is the transmission power • beta is the path loss exponent • I(u,v) is the interference factor • is constant ACM Sigmetrics (2006)
Power Decomposition 2/3 • The total received power by a secondary user s(i,j): Mathematical Transform
Performance Evaluation of Power Decomposition • Power decomposition works well in low SINR with conventional method can not. • Soft combination can achieve better performance than hard combination. • Power decomposition can cope with the increase of the inter-channel interference. • Power decomposition can achieve lower PFA, i.e., higher spectrum utilization. • Power decomposition can achieve higher PD, lower interference with PUs
Conclusion of Chapter 3 • Proposed a power decomposition method: • Non-coherent: depends only on distances • Improve spectrum utilization • Decrease interference with PUs Thank you very much for your kind attention !