Exact(7)
We first describe the generalized waveforms for multi-carrier (GWMC) system considered in our derivations in Section 2 and derive its PAPR distribution in Section 3. In Section 4, some applications of the PAPR approximation are explained.
However, the derivations in Section 4 show that the exact expressions of outage probability (or CDF) are very complicated.
For non-spread channels, the additionally imposed interference can in analogy to the derivations in Section 3.2 be split into three separate parts.
When designing an OFDM radar network, we must make sure to satisfy the assumption that all interference can be modeled as AWGN (this becomes relevant for the derivations in Section 4).
In the simulations, we assume two transmitters each equipped with two or more antennas, i.e., N t ≥ 2. From the derivations in Section 3.1, a residual CFO introduces a SNR loss that follows a sinc function.
The analytic derivations in Section 2 required the assumption of binormality.
Similar(53)
Therefore, the derivations in Sections 2 and 3 are verified by the real PMU measurements and recorded data.
The link probability of success can simply be derived using the derivation in Section 3-A, setting Nout = Nclose and Nfar = 0 (this does not mean that there are not far interferers, but that their propagation model is simply the same of close interferers).
The derivation in Section 4 was motivated by NLS.
Following the derivation in Section 4.2, inserting (31) gives (35).
The solution can be obtained similarly to the derivation in Section 3.3.
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