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38.5.1.6 Received Signal Model

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Assuming the transmitted signal to have propagated through an additive white Gaussian noise channel with a power spectral density of , a model of the received discrete‐time signal r[m] after radio frequency (RF) front‐end processing: down‐mixing, a quadrature approach to bandpass sampling [52], and quantization can be expressed as

(38.5)

where ts(tm) ≜ δtTOF + Δ(tkδtTOF) is the PN code phase of the BTS, tm = mTs is the sample time expressed in receiver time, Ts is the sampling period, δtTOF is the time of flight (TOF) from the BTS to the receiver, θ is the beat carrier phase of the received signal, and n[m] = nI[m] + jnQ[m] with nI and nQ being independent and identically distributed Gaussian random sequences with zero mean and variance . The receiver presented in Section 38.5.2 will operate on the samples of r[m] in Eq. (38.5).

Position, Navigation, and Timing Technologies in the 21st Century

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