1 / 1

Interference Effects of Multi-User Ultra-wideband Systems

UWB. UWB. (N-1) λ. …. λ. N λ. UWB. 0. 1. 2. N-1. N. LAN/WLAN. …. µ. 2µ. Nµ. UWB. UWB. Broadband. λ. Unit Off. Unit On. µ. 802.11a. PCS. “Part 15 Limit”. -41 dBm/Mhz. UWB Spectrum. GPS. 1.6. 1.9. 3.1. 5. 10.6. Source: Intel. Frequency (Ghz). 2m radius.

gilda
Download Presentation

Interference Effects of Multi-User Ultra-wideband Systems

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. UWB UWB (N-1)λ … λ Nλ UWB 0 1 2 N-1 N LAN/WLAN … µ 2µ Nµ UWB UWB Broadband λ Unit Off Unit On µ 802.11a PCS “Part 15 Limit” -41 dBm/Mhz UWB Spectrum GPS 1.6 1.9 3.1 5 10.6 Source: Intel Frequency (Ghz) 2m radius Introduction Random-Distance Model • Transmitters uniformly distributed over a circular area, accounting for near-field effects What is Ultra-wideband? Interference Effects of Multi-User Ultra-wideband Systems Models and Results • Short impulses in succession • Bandwidth > 25% of center frequency • Used computer simulation to produce results • Probability of Outage and Expected Time of Outage both increase dramatically when units are distributed within circular area • Max and mean power levels rise above allowed interference levels quickly as number of units increases Transmitters & Noise Level • Model each transmitter as turning on and off in a 2-state Markov Process • Total Number of units on is a Markov Chain • Noise from each transmitter can be modeled as Gaussian Noise • Total Noise=N0+M(t)*N1 Time until on~Exp(λ) Time until off~Exp(µ) Rho= λ/µ (µ=1) • Low power levels spread over large spectrum • Operates below noise floor of narrowband devices • Possibility of >500Mbps short range Ambient Noise Floor (=kTw) Power Received at Victim from UWB Signal (µ=10) Total Number of Units On Number of Transmitter Units On Anup Doshi Carnegie Mellon University Advisor: Dr. Carl Baum • Numerous Applications • Personal Area Networks • Entertainment • Computing Devices • Through-wall Imaging • Sensor Networks Constant-Distance Model • All transmitters a constant distance away from receiver Source: Intel • Average Probability of Error Not very insightful because of averaging Problem Conclusions • Multiple transmitters will cause major problems in worst cases • Such situations may soon arise in real-life situations • Important to consider every possible case in testing • Acknowlegdements: • Dr. Baum, Dr. Noneaker, Dr. Xu, NSF • What happens when lots of UWB devices are transmitting in close proximity? • Will the combined noise level be too much for a victim narrowband receiver? • I attempt to develop a model representing the noise level in a victim receiver to determine interference levels (µ=1) • Probability of Outage • P(outage)=Pr(Perr>.01) • Expected Time of Outage (µ=10) (µ=1)

More Related