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Bernese GPS Software Version 5.0 - Bernese GNSS Software

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6.2 Preprocessing on the RINEX Level<br />

(1) <strong>GPS</strong>EST to store normalized residuals (from a zero-difference or double-difference<br />

solution),<br />

(2) RESRMS to detect outliers in the residuals to write an edit information file, and to<br />

generate a summary file,<br />

(3) RESCHK to detect misbehaving stations in the RESRMS summary file (restart the<br />

processing without the corrupted station), and<br />

(4) SATMRK to mark outliers in observation files according to the content of the edit<br />

information file.<br />

6.2 Preprocessing on the RINEX Level (RNXSMT)<br />

The program RNXSMT (”Menu>RINEX>RINEX utilities>Clean/smooth observation files”), which stands<br />

for RINEX SMooThing, is the RINEX preprocessing tool in the <strong>Bernese</strong> <strong>GPS</strong> <strong>Software</strong>.<br />

It processes a single RINEX file without using any geometry information. The program<br />

requires dual frequency code and phase observations. The output is again a RINEX file<br />

which should be free of outliers and cycle slips and contains smoothed code measurements.<br />

RNXSMT is normally only used to clean RINEX files for zero-difference processing.<br />

The actions taken by the program are summarized in the output. Each RINEX file is<br />

processed arc by arc where an arc usually is a satellite pass. The observations of each<br />

satellite arc are processed in four steps:<br />

(1) Screening of the Melbourne-Wübbena linear combination, Eqn. (2.50), for outliers and<br />

cycle slips.<br />

(2) If cycle slips are detected, the geometry-free linear combination, Eqn. (2.46), is checked<br />

in order to determine the size of the cycle slips on both frequencies. This information<br />

can be used to connect the observations before and after the cycle slip. Currently only<br />

the smoothed code data pieces (arcs) may be “connected”. Phase cycle slips are not<br />

repaired, but a new ambiguity is set up at the corresponding epoch.<br />

(3) Screening of the difference between the ionosphere-free linear combinations of code<br />

and phase, Eqns. (2.41) and (2.42), i.e., L3 − P3, to remove bad observations which<br />

were not detected during the Melbourne-Wübbena based screening (step 1).<br />

(4) Smoothing the code observations using code and carrier phase data of the clean observation<br />

arcs.<br />

In the following, each of these steps is discussed in detail. Additional information may also<br />

be found in [Springer, 2000].<br />

6.2.1 Data Screening Based on Melbourne-Wübbena Linear Combination<br />

The Melbourne-Wübbena combination eliminates the effects of the ionosphere, geometry,<br />

clocks, and the troposphere (see Eqn. (2.50)). Apart from the wide-lane ambiguity the<br />

remaining signal should be pure noise, with a RMS error of approximately 0.7 times the<br />

RMS of the code observations on the L1 frequency. If the noise of the Melbourne-Wübbena<br />

combination has an RMS below 0.5 wide-lane cycles (43 cm) it is almost trivial to detect<br />

<strong>Bernese</strong> <strong>GPS</strong> <strong>Software</strong> <strong>Version</strong> <strong>5.0</strong> Page 103

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