Global Positioning System Reference
In-Depth Information
Table 8.5
SBAS Message Types
Type
Contents
0
Don't use for safety applications (for SBAS testing)
1
PRN mask assignments, set up to 51 of 210 bits
2-5
Fast corrections
6
Integrity information
7
Fast correction degradation factor
8
Reserved for future messages
9
GEO navigation message ( X , Y , Z , time)
10
Degradation parameters
11
Reserved for future messages
12
SBAS network time/UTC offset parameters
13-16
Reserved for future messages
17
GEO satellite almanacs
18
Ionospheric grid point masks
19-23
Reserved for future messages
24
Mixed fast corrections/long-term satellite error corrections
25
Long-term satellite error corrections
26
Ionospheric delay corrections
27
SBAS service message
28
Clock-ephemeris covariance matrix message
29-61
Reserved for future messages
62
Internal test message
63
Null message
User Algorithms
SBAS user equipment are modified GPS L1 C/A code receivers. The equipment must
be modified to be able to generate and track the SBAS PRN codes described earlier;
demodulate the higher rate (250 bps), convolutionally encoded data; and include
modified software to apply the corrections and integrity data.
Application of the clock and ephemeris corrections is straightforward. Message
types 2-5 provide range domain clock corrections that are simply added to the
receiver's raw pseudorange measurements for all visible satellites. The SBAS data
does not include range rate corrections. These are generated within the user equip-
ment itself by differencing successive clock corrections [52, 54]. Message type 25
provides broadcast satellite position corrections in ECEF x , y , z coordinates. Satel-
lite broadcast position error rate terms and a clock bias term can also be provided, if
necessary, in message type 25 using a 1-bit velocity code flag.
As mentioned earlier, SBAS users are expected to be L1-only. Ionospheric cor-
rections for visible satellites are determined with an interpolation algorithm using
SBAS broadcast vertical ionospheric delay values. Applying the law of sines to Fig-
ure 8.32, the user first calculates the angle
pp , the Earth's central angle between the
user position and pierce point:
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