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ts_125331v120300p

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3GPP TS 25.331 version 12.3.0 Release 12<br />

1305<br />

ETSI TS 125 331 V12.3.0 (2014-10)<br />

Information Element/Group<br />

name<br />

Need Multi Type and<br />

Reference<br />

Uncertainty Altitude MP Integer(0..12<br />

7)<br />

Confidence MP Integer<br />

(0..100)<br />

Semantics description<br />

The uncertainty in altitude, h,<br />

expressed in metres is<br />

mapped from the IE value (K),<br />

with the following formula:<br />

h = C( 1 +<br />

K<br />

x)<br />

− 1)<br />

with C = 45 and x = 0.025.<br />

in percentage<br />

10.3.8.4d<br />

Ellipsoid point with uncertainty Circle<br />

This IE contains the description of an ellipsoid point with an uncertainty circle as in [24].<br />

Information Element/Group<br />

name<br />

Need Multi Type and<br />

Reference<br />

Latitude sign MP Enumerated<br />

(North,<br />

South)<br />

Degrees Of Latitude MP Integer<br />

(0...2 23 -1)<br />

Degrees Of Longitude MP Integer (-<br />

2 23 ...2 23 -1)<br />

Uncertainty Code MP Integer<br />

(0...127)<br />

Semantics description<br />

The IE value (N) is derived by<br />

this formula:<br />

N≤2 23 X /90 < N+1<br />

X being the latitude in degree<br />

(0°.. 90°)<br />

The IE value (N) is derived by<br />

this formula:<br />

N≤2 24 X /360 < N+1<br />

X being the longitude in<br />

degree (-180°..+180°)<br />

The uncertainty r is derived<br />

from the "uncertainty code" k<br />

by<br />

r = 10x(1.1 k -1)<br />

10.3.8.4e<br />

Ellipsoid point with uncertainty Ellipse<br />

This IE contains the description of an ellipsoid point with an uncertainty ellipse as in [24].<br />

ETSI

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