A Model of Double-Directional Indoor Channels for Multiterminal Communications

Table 3

Marginal distribution of parameters.

Parameter	Interval	μ	𝜎	Distribution	K-S Statistic
Number of MPCs, “A”	11 to 32	20	5	Gaussian	𝑑max=0.05; 𝑐𝑛,𝛼=0.41; 𝑛=9
Number of MPCs, “B”	0 to 16	5	4	Gaussian	𝑑max=0.12; 𝑐𝑛,𝛼=0.41; 𝑛=9
Delay	0 to 127 ns	40 ns	28 ns	Exponential	𝑑max=0.15; 𝑐𝑛,𝛼=0.21; 𝑛=43
Elevation DOD	10° to 170°	76°	12°	Laplace	𝑑max=0.08; 𝑐𝑛,𝛼=0.21; 𝑛=33
Azimuth DOD	−120° to 120°	−15°	56°	Gaussian	𝑑max=0.05; 𝑐𝑛,𝛼=0.26; 𝑛=25
	120° to 240°	176°	32°	Gaussian	𝑑max=0.06; 𝑐𝑛,𝛼=0.26; 𝑛=25
Elevation DOA	10° to 170°	77°	16°	Laplace	𝑑max=0.03; 𝑐𝑛,𝛼=0.21; 𝑛=33
Azimuth DOA	−120° to 120°	−11°	58°	Gaussian	𝑑max=0.05; 𝑐𝑛,𝛼=0.26; 𝑛=25
	120° to 240°	177°	28°	Gaussian	𝑑max=0.09; 𝑐𝑛,𝛼=0.26; 𝑛=25

Numbers of MPCs “A” and “B” are the numbers of MPCs in azimuth range of −120° to 120° and 120° to 240°, respectively.
The Gaussian distribution stands for a curtailed Gaussian in the certain range described in the table.