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Physically speaking, WSS means that the statistical properties of the channel do not change with time. This must not be confused with a static channel, where fading realizations do not change with time. For the simple case of a at Rayleigh-fading channel, WSS means that the mean power and the Doppler spectrum do not change with time, while the instantaneous amplitude can change. According to the mathematical de nition, WSS has to be ful lled for any arbitrary time, t. In practice, this is not possible: as the MS moves over larger distances, the mean received power changes because of shadowing and variations in path loss. Rather, WSS is typically ful lled over an area of about 10 diameter (compare also Section 5.1). We can thus de ne quasi-stationarity over a nite time interval (associated with a movement distance of the MS), over which statistics do not change noticeably. WSS also implies that components with different Doppler shifts undergo independent fading. This can be shown by considering the Doppler-variant impulse response s( , ). Inserting Eq. (6.21) into the de nition of Rs , we get Rs ( , , , ) =

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[345] S Grandhi, R Vijayan, D Goodman, and J Zander, Centralized power control in cellular radio systems, IEEE Trans Vech Tech,vol 42, pp 4 6 U 6 8 , Nov 1993 [346] J Zander, Performance of optimum transmitter power control in cellular radio systems, IEEE Tr on Vehicular Technology, 41, pp 57-62, Feb 1992 vol C3471 J Zander, Distributed cochannel interference control in cellular radio systems, IEEE Tr on Vehicular Technology, vol 41, pp 305-3 11, Aug 1992 [348] A Tanenbaum, Introduction to queueing theory, in Computer Networks, pp 631641, Prentice-Hall, 2nd ed, 1989 ISBN 0131668366 [349] D C Cox and D 0 Reudink, Effects of some nonuniform spatial demand profileson mobile radio system performance, IEEE Trans on VehicularTech, vol 21, pp 62-67, May 1972 [350] P J Cherriman, Mobile Video CommunicationsPhD thesis, University of Southampton, 1998 [351] R C.

where K(t, ) is the kernel of the integral equation, which can be related to the impulse response. For LTI systems, the well-known relationship K(t, ) = h(t ) holds. Generally, we de ne the time-variant impulse response as: h(t, ) = K(t, t ) so that y(t) =

French, The Effect of Fading and Shadowing on Channel Reuse in Mobile Radio, IEEE Transactions on Vehicular Technology, vol 28, pp 171-181, August 1979 [352] W Gosling, A simple mathematicalmodel of co-channel and adjacent channel interference in land mobile radio, The Radio and Electronic Engineer, vol 48, pp 619622, December 1978 [353] R Muammar and S C Gupta, Cochannel Interference in High-Capacity Mobile Radio Systems, IEEE Transactions on Communications, vol 30, pp 1973-1978, August 1982 [354] P J Cherriman and L Hanzo, Error-rate-based power-controlled multimode H263assisted video telephony, IEEE Transactions on VehicularTechnology, vol48, pp 1726-1738, September 1999 [355] G Foschini and Z Miljanic, Distributed Autonomous Wireless Channel Assignment Algorithm with Power Control, IEEE Transactions on Vehicular Technology, 44, vol pp 420429, August 1995 [356] J-I Chuang and N.

In the right side of the above equation, the rst term is the desired IF signal and will be preserved, while the other terms on the right side are high-frequency components and will be ltered out. Consequently, from equation (2.15), the IF current, iIF, on the load, ZL, is

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