It presents the average e.i.r.p. per event (dBm vs MHz) for all the active WSDs transmitting at a certain frequency such that:
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| body | $AvgEIR{{P}_{{{f}_{j}}}}=10\times {{\log }_{10}}{{\left[ \frac{1}{{{N}_{activeWSD}}\times {{N}_{events}}}\sum\limits_{i=1}^{{{N}_{activeWSD}}\times {{N}_{events}}}{{{10}^{\frac{EIR{{P}_{i}}}{10}}}} \right]}_{{{f}_{j}}}}$ |
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(Eq. 68)
Let us assume a different example from above, where 4 channels have been identified for the WSD to operate. Figure 257 shows that on average 33 dBm, for one event, was transmitted by the active WSDs at 1000.5 MHz , 8.82 dBm at 1001.5 MHz etc...
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