16.08.2013 Views

Gugrajah_Yuvaan_ Ramesh_2003.pdf

Gugrajah_Yuvaan_ Ramesh_2003.pdf

Gugrajah_Yuvaan_ Ramesh_2003.pdf

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

Evaluation ofNetwork Blocking Probability Chapter 4<br />

employing Frequency Division Multiple Access (FDMA) and Time Division<br />

Multiple Access (TDMA), the number of channels available also ?xes the capacity<br />

of the system. This hard capacity contrasts with the so called soft capacity of Code<br />

Division Multiple Access (CDMA) systems which use the same frequency for each<br />

transmitter but whi'ch are distinguished from one another through the use of distinct<br />

orthogonal codes. The spreading codes are however not always perfectly orthogonal<br />

and this results in multiple access interference on a link. A wireless link in a CDMA<br />

system therefore has a threshold signal-to-interference ratio at which the link should<br />

operate. The evaluation of blocking probability in CDMA cellular networks is<br />

frequently based on the Erlang Capacity of the networks [Viterbi93], [Narr99].<br />

CDMA systems offer high spectrum efficiency, multipath resistance, inherent<br />

frequency diversity and interference rejection and' the potential use of advanced<br />

antenna and receiver structures [Viterbi95]. These advantages of CDMA over FDMA<br />

and TDMA systems are the reasons forthe incorporation of CDMA into the blocking<br />

model proposed in Chapter 5.<br />

This chapter is a review of the reduced load method as applied to wired networks,<br />

modelled as loss networks and the use of Erlang Capacity for wireless CDMA<br />

networks to assess the blocking probability under varying load conditions. The<br />

Erlang Loss Formula is presented in Section 4.2 in order to illustrate the<br />

fundamentals behind loss network modelling. The problems associated with the large<br />

state space of a loss network are described in Section 4.3. In Section 4.4 one type of<br />

reduced load approximation, the Erlang Fixed Point Approximation (EFPA) is<br />

described. The fixed-point approximation proposed in [LiuOO], which is the basis for<br />

the model proposed in Chapter 5, is detailed in Section 4.5. In Section 4.6 the<br />

development of the Erlang Capacity for CDMA cellular systems is described based<br />

on the approach proposed by [Gilhousen91] and (Viterbi93].<br />

An ad hoc network can be modelled as a loss network if it is assumed that the routing<br />

protocol chooses its route from a list of possible routes based on the available<br />

resources. Chapter 5 describes the manner in which the reduced load approximation<br />

4-3

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!