multiantenna-assisted spectrum sensing for cognitive radio
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Multiantenna-Assisted Spectrum Sensing for Cognitive Radio. Wang, Pu , et al. Vehicular Technology, IEEE Transactions on 59.4 (2010): 1791-1800. Christina Apatow. Stanford University EE360 Professor Andrea Goldsmith. Presentation Outline. Introduction Spectrum Sensing Cognitive Radio - PowerPoint PPT PresentationTRANSCRIPT
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Multiantenna-Assisted Spectrum Sensing for Cognitive Radio
Stanford University EE360Professor Andrea Goldsmith
C H R I S T I N A A P A T O W
Wang, Pu, et al. Vehicular Technology, IEEE Transactions on 59.4 (2010): 1791-1800
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Presentation Outline
Introduction Spectrum Sensing Cognitive Radio Single Antenna Detectors
System Model Performance Analysis Concluding thoughts
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Introduction
T H E I M P O R T A N C E O F T H I S R E S E A R C H
P R E V I O U S W O R K
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Spectrum Sensing Cognitive Radio
The most critical function of cognitive radio Consider the radio frequency spectrum Spectrum is (…still…) scarce Utilization rate of licensed spectrum in U.S. is 15-85% at
any time/location Detect and utilize unused spectrum (“white space”) for
noninvasive opportunistic channel access
Applications Emergency network solutions Vehicular communications Increase transmission rates and distances
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Frequency
Time
Pow
er
Spectrum Occupied by Primary Users
Spectrum Holes!
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Single Antenna Detection
Matched Filter Detection Requires knowledge of primary user (e.g. modulation
type, pulse shaping, synchronization info) Requires that secondary CR user has a receiver for every
primary user Cyclostationary Feature Detection Must know cyclic frequencies of primary signals Computationally Complex
Energy Detection No information of primary user signal Must have accurate noise variance to set test threshold Sensitive to estimation accuracy of noise subject to
error (e.g. environmental, interference)
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The Limiting Factor
Estimation of Noise Variance
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System Model
M U L T I A N T E N N A C O G N I T I V E R A D I O
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Multiantenna System Model
Primary User
Single PU Signal to Detect
MISO Secondary User
No longer require TX signal or noise variance knowledge
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Spectrum Sensing Problem
Formulated according to simple binary hypothesis test:
Where,x(n) MISO baseband equivalent of nth samples(n) nth sample of primary user signal seen at RXw(n) complex Gaussian noise independent of s(n), unknown noise variance
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Generalized Likelihood Ratio Test
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ML estimates MISO channel coefficient
Noise variance
Yield GLRT Statistic:
Generalized Likelihood Ratio Test for Spectrum Sensing
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Performance Analysis
C O M P A R I S O N B E T W E E N V A R I O U S M U L T I A N T E N N A -
A S S I S T E D S P E C T R U M S E N S I N G M O D E L S
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Simulation Assumptions
Primary User
Independent BPSK
MISO Secondary User
Probability of false alarm, Pf =0.01 Covariance matrix for receiving signal is rank 1 Independent Rayleigh fading channels
M = 4
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Performance Comparison of Detection Methods
With less samples, GLRT is significantly better
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Performance Comparison of Detection Methods
GLRT has marginal performance gain with N=100 samples
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Investigating Impact of Number of Samples, N
As expected, probability of detection increases with N
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Asymptotic vs Simulated Performance of GLRT
Asymptotic results provide close prediction of detection performance of GLRT
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Conclusions
M O V I N G F O R W A R D
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Conclusions GLRT provides better performance than all other methods for
every case of N samples Significantly better for less samples
Model can reduce number of samples required or improve performance with a fixed number of samples
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Future Work
Determine a model for general covariance matrix rank Investigate channels that vary quickly w.r.t. sample time
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Questions?