Find a formula for the sir of the received signal

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Reference no: EM131271971

Consider a DS CDMA system occupying 10 MHz of spectrum. Assume an inter ferencelimited system with a spreading gain of G = 100 and code cross-correlation of 1/G.

(a) For the MAC, find a formula for the SIR of the received signal as a function of G and the number of users K. Assume that all users transmit at the same power and that there is perfect power control, so all users have the same received power.

(b) Based on your SIR formula in part (a), find the maximum number of users K that can be supported in the system, assuming BPSK modulation with a target BER of 10^-3. In your BER calculation you can treat interference as AWGN. How does this compare with the maximum number of users K that an FDMA system with the same total bandwidth and information signal bandwidth could support?

(c) Modify your SIR formula in part (a) to include the effect of voice activity, defined as the percentage of time that users are talking, so interference is multiplied by this percentage. Also find the voice activity factor such that the CDMA system accommodates the same number of users as an FDMA system. Is this a reasonable value for voice activity?

Reference no: EM131271971

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