At each Monte Carlo in each sector a single beam is steered in azimuth and elevation toward a UE which is dropped randomly within the sector. In the macro-cell urban scenario, 7% of UEs will be considered indoor (see ITU-R M.2292 [29]), with a height above ground that is uniformly distributed with values of 1.5 + {0, 3, 6, 9, 12, 15} metres. In the urban scenario, 70% of UEs will be considered indoor (see Beam forming M.2292), with a height above ground that is uniformly distributed with values of 1.5 + {0, 3, 6} metres. In rural areas, 50% of UEs will be considered indor, with a height of 1.5 m above ground. Outdoor UEs in all cases are assumed to be at a height of 1.5 m above the ground. TDD factor can be accounted for in the Monte Carlo trials by multiplying all radiated powers by the same single binary random variable x (0 or 1), where Pr{x = 1} = ratio of DL transmissions to total frame duration. A DL ratio of 0.8 TDD factor will be assumed. Use of a single value is based on the assumption of synchronised UL/DL phases in a network. This value is based on the proposed value in TG5/1 document 36 [31]. NOTE: Is the assumption of synchronisation valid for NR? Network loading can be accounted for in the Monte Carlo trials by multiplying each sector’s radiated power by an independent binary random variable x (0 or 1), where Pr{x = 1} = network loading factor. A network loading factor of 0.5 Network loading will be assumed. This value is based on the maximum network loading as proposed in WP 5D contribution no. 475 (attachment 2, section 2) [30] from Japan and TG5/1 document 36 [31]. 5G MFCN Base Station deployment Table 23: 5G MFCN Base Station deployment parameters Parameters Value
Beam forming At each Monte Carlo in each sector a single beam is steered in azimuth and elevation toward a UE which is dropped randomly within the sector. In the macro-cell urban scenario, 7% of UEs will be considered indoor (see ITU-R M.2292 [29]), with a height above ground that is uniformly distributed with values of 1.5 + {0, 3, 6, 9, 12, 15} metres. In the urban scenario, 70% of UEs will be considered indoor (see M.2292), with a height above ground that is uniformly distributed with values of 1.5 + {0, 3, 6} metres. In rural areas, 50% of UEs will be considered indor, with a height of 1.5 m above ground. Outdoor UEs in all cases are assumed to be at a height of 1.5 m above the ground. TDD factor TDD factor can be accounted for in the Monte Carlo trials by multiplying all radiated powers by the same single binary random variable x (0 or 1), where Pr{x = 1} = ratio of DL transmissions to total frame duration. A DL ratio of 0.8 will be assumed. Use of a single value is based on the assumption of synchronised UL/DL phases in a network. This value is based on the proposed value in TG5/1 document 36 [31]. NOTE: Is the assumption of synchronisation valid for NR? Network loading Network loading can be accounted for in the Monte Carlo trials by multiplying each sector’s radiated power by an independent binary random variable x (0 or 1), where Pr{x = 1} = network loading factor. A network loading factor of 0.5 will be assumed. This value is based on the maximum network loading as proposed in WP 5D contribution no. 475 (attachment 2, section 2) [30] from Japan and TG5/1 document 36 [31]. 5G MFCN Base Station deployment Table 23: 5G MFCN Base Station deployment parameters Parameters Value
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