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Galileo OS SIS ICD.indd - GSA - Europa

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Parameter Defi nition Bits Scale<br />

factor<br />

Unit<br />

E5bDVS E5b Data Validity Status 1 N/A dimensionless<br />

E1-B DVS E1-B Data Validity Status 1 N/A dimensionless<br />

Table 74. Data Validity Satellite Status (transmitted on E5b and E1-B)<br />

The data validity status bit has the values shown in Table 75:<br />

Data Validity Status Defi nition<br />

0 Navigation data valid (tbc)<br />

1 Working without guarantee<br />

Table 75. Data validity Status Bit Values<br />

The E5a signal health status transmitted on E5a-I is coded on 2 bits according to<br />

Table 76.<br />

Parameter Defi nition Bits Scale<br />

factor<br />

Unit<br />

E5aHS E5a Signal Health Status 2 N/A dimensionless<br />

Table 76. Signal Health Status for E5a (transmitted on E5a)<br />

The E5b and E1-B signal health status transmitted on E5b and E1-B are coded on 2<br />

bits according to the following table.<br />

Parameter Defi nition Bits Scale<br />

factor<br />

Unit<br />

E5bHS E5b Signal Health Status 2 N/A dimensionless<br />

E1-B HS E1-B Signal Health Status 2 N/A dimensionless<br />

Table 77. Signal Health Status for E5b and E1 (transmitted on E5b and E1-B)<br />

The signal status bits have the values shown in Table 78.<br />

5.1.9.4. Checksum<br />

Signal Health Status Defi nition (tbc)<br />

0 Signal OK<br />

1 Signal out of service<br />

2 Signal will be out of service<br />

3 Signal Component currently in Test<br />

Table 78. Signal Health Status Bit Values (defi nitions are tbc)<br />

The checksum, which employs a CRC technique, is used to detect the reception of<br />

corrupted data. The checksum does not include the frame synchronisation pattern or<br />

the tail bit fi elds since these do not form part of the required message information. For<br />

the F/NAV and I/NAV data, a CRC of 24 bits is generated from the generator polynomial<br />

G(X) described below.<br />

G(X) = (1 + X) P(X) Eq. 22<br />

P(X) is a primitive and irreducible polynomial given by the following equation.<br />

P(X) = X 23 + X 17 + X 13 + X 12 + X 11 + X 9 + X 8 + X 7 + X 5 + X 3 + 1 Eq. 23<br />

© European Union 2010<br />

Document subject to terms of use and disclaimers p. ii-iii<br />

OD <strong>SIS</strong> <strong>ICD</strong>, Issue 1, February 2010<br />

53

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