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Final report on link level and system level channel models - Winner

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WINNER D5.4 v. 1.4<br />

PathLossModel<br />

AnsiC_core<br />

LookUpTable<br />

R<strong>and</strong>omSeed<br />

yes/no (if ‘no’ shadow fading is still computed <strong>and</strong><br />

returned in the sec<strong>on</strong>d output argument, but not<br />

multiplied with the <strong>channel</strong> matrices). Note that if<br />

both path loss <strong>and</strong> shadowing are switched off the<br />

average power of the <strong>channel</strong> matrix elements will<br />

be <strong>on</strong>e (with azimuthally uniform unit gain<br />

antennas).<br />

The name of the path-loss functi<strong>on</strong>. Functi<strong>on</strong> ‘pathloss’<br />

implements the default WIM path-loss model.<br />

If the default is used, centre-frequency is taken from<br />

the parameter CenterFrequency. One can define<br />

his/her own path-loss functi<strong>on</strong>. For syntax, see<br />

PATHLOSS.<br />

Use optimized computati<strong>on</strong> yes/no. With ‘yes’<br />

faster C-functi<strong>on</strong> is used instead of m-functi<strong>on</strong>.<br />

Note the C-functi<strong>on</strong> SCM_MEX_CORE.C must be<br />

compiled before usage. For more informati<strong>on</strong>, see<br />

SCM_MEX_CORE.M.<br />

If optimized computati<strong>on</strong> is used, complex<br />

exp<strong>on</strong>ents can be either taken from a look-up table<br />

to speed up computati<strong>on</strong> or calculated explicitly.<br />

This parameter defines the table size, if 0 table is<br />

not used, if –1 default table size 2 14 =16384 is used.<br />

The size of the table must be a power-of-two. If<br />

AnsiC_core = ‘no’ this parameter is ignored.<br />

R<strong>and</strong>om seed for fully repeatable <strong>channel</strong><br />

generati<strong>on</strong> (if empty, seed is generated r<strong>and</strong>omly).<br />

Note that even if R<strong>and</strong>omSeed is the fixed, two<br />

<strong>channel</strong> realizati<strong>on</strong>s may still not be the same<br />

between different MATLAB versi<strong>on</strong>s.<br />

‘path-loss’ -<br />

‘no’ -<br />

0 integer<br />

integer<br />

Table 6.3: Link-dependent parameters. All the parameters are vectors of length K, where K is the<br />

number of <strong>link</strong>s. The values are r<strong>and</strong>omly generated; they are not based <strong>on</strong> any specific network<br />

geometry or user behaviour model.<br />

Parameter name<br />

6.2.1.1 Definiti<strong>on</strong><br />

Default value<br />

MsBsDistance Distance between BS <strong>and</strong> MS 1965*RAND(1,K) + 35 m<br />

ThetaBs θ BS (see Figure 6.2) 360* RAND(1,K) deg<br />

ThetaMs θ MS (see Figure 6.2) 360* RAND(1,K) deg<br />

MsVelocity MS velocity 10 m/s<br />

MsDirecti<strong>on</strong> θ v (see Figure 6.2) 360* RAND(1,K) deg<br />

BsNumber<br />

StreetWidth<br />

Dist2<br />

MsNumber is a positive integer defining the index<br />

number of MS for each <strong>link</strong>. This parameter is used in<br />

generati<strong>on</strong> of inter-site correlated shadow fading<br />

values; shadow fading is correlated for <strong>link</strong>s between a<br />

single MS <strong>and</strong> multiple BSs. There is no correlati<strong>on</strong> in<br />

shadow fading between different MSs. Examples: The<br />

default value is the case where all <strong>link</strong>s in a call to the<br />

SCM functi<strong>on</strong> corresp<strong>on</strong>d to different MSs. Setting<br />

MsNumber=<strong>on</strong>es(1,K) corresp<strong>on</strong>ds to the case where<br />

the <strong>link</strong>s from a single MS to K different BSs are<br />

simulated.<br />

Street width is utilized <strong>on</strong>ly with path-loss model in<br />

[D5.3, sec 2.3.1.13.2]<br />

This is utilized <strong>on</strong>ly with path-loss model in [D5.3, sec<br />

2.3.1.13.2]. Parameter is defined in Figure 2-37 in<br />

[D5.3] <strong>and</strong> generated r<strong>and</strong>omly if empty.<br />

Unit<br />

[1:K] -<br />

20 m<br />

[empty matrix] 1xK<br />

m<br />

Table 6.4: Antenna parameters. The following parameters characterize the antennas. Currently<br />

<strong>on</strong>ly linear uniform arrays with dual-polarized elements are supported. The antenna patterns do<br />

Page 139 (167)

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