M.4.5 TRP Grids for Spurious Emissions

38.521-23GPPNRPart 2: Range 2 StandaloneRadio transmission and receptionRelease 17TSUser Equipment (UE) conformance specification

The worst antenna array assumptions for the MU simulations are outlined in Tables M.4.5-1 and M.4.5-2.

Table M.4.5-1: Single Antenna Element Radiation Pattern for spurious emission measurements

Antenna element horizontal radiation pattern

, Am =30 dB

Horizontal half-power beam width of single element

260o

Antenna element vertical radiation pattern

, SLAv =30 dB

Vertical half-power beam width of single array element

130o

Array element radiation pattern

Element gain without antenna losses

GE,max = 1.5 dBi

Table M.4.5-2: Composite Antenna Array Radiation Pattern for spurious emission measurements

Composite array radiation pattern in dB

the super position vector is given by:

the weighting is given by:

Antenna array configuration (Row×Column)

8 x 2

Horizontal radiating element spacing, dh

1

Vertical radiating element spacing, dv

1

The TRP measurement grid selection for spurious emissions is up to test system implementation but shall meet the criteria shown in Table M.4.5-3.

Table M.4.5-3: TRP measurement grid requirement for spurious emission measurements

Level of Grid

Grid Type

Standard Deviation of MU Element ‘Influence of TRP Measurement’

Systematic error due to TRP calculation/quadrature

Number of unique grid points

Coarse

Constant Density

N/A

N/A

35

Constant-Step Size

N/A

N/A

62 (==30o)

Fine

Constant Density

0.32dB

0dB

135

Constant-Step Size

0.31dB

0dB

==15o)

For spurious emissions, TRP measurements with measurement antennas displaced up to 10o from the focal point (based on electrical switching) in an IFF (based on CATR) test system, alternate TRP approaches for constant-step size grids are allowed for the coarse and fine grids:

interpolation to the non-offset system coordinate system that allows the use of Clenshaw-Curtis or classical sin() quadratures

use of the advanced Jacobian matrix quadrature approach that uses triangulations of the sphere

Annex N (normative):
UE coordinate system