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where h(n, l) is a sampled version of the time-variant channel impulse response h(t, ),H[] denotes the Heaviside function, and L is the maximum excess delay in units of samples L = max N/TS . Note also that Eq. (19.19) reduces to Eq. (19.11) for the case of a time-invariant channel and a suf ciently long guard interval. Because ICI can be a limiting factor for OFDM systems, a large range of techniques for ghting it has been developed and can be classi ed as follows: Optimum choice of carrier spacing and OFDM symbol length: in this approach, we in uence the OFDM symbol length in order to minimize its ICI. It follows from our statements above that short symbol duration is good for reduction of Doppler-induced ICI. On the other hand, spectral ef ciency considerations enforce a minimum duration of TS : the cyclic pre x (which is determined by the maximum excess delay of the channel) should not be shorter than approximately 10% of the symbol duration. The following equation gives a useful guideline on how to choose TS . Let R(k, l) = Ph (lTc , kTc ) be the sampled delay cross power spectral density (see 6). De ne furthermore a function: N |r| 0 q Ncp 0 |r| N 1 N q + Ncp |r| Ncp q N + Ncp 0 |r| N q + Ncp (19.20) w(q, r) = N + q |r| N q 0 0 |r| N + q N 0 elsewhere Then the desired signal power can be approximated as [Steendam and Moeneclaey 1999]: Psig = and the ICI and ISI powers as PICI = rdlc pdf 417 PDF417 Barcode Creating Library for RDLC Reports | Generate ...
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