8.4.3 Some Dual-Frequency Procedures

USING THE L3 IONOSPHERE-FREE OBSERVABLE



To process ionosphere-corrected double- or triple-differenced data requires very few algorithm changes as the L1 and L2 data are linearly combined into one "pseudo-measurement". Once combined, the data reduction continues as before, as for the case of the ambiguity-free solution using single-frequency data. However, the estimated results from the L3 combination are real-valued ambiguity parameters n3 that are a combination of n1 and n2 (section 6.4.2).

The wavelength of the n3 ambiguity is of the order of 6mm, hence this makes the cycle ambiguity resolution of the L3 signal more complicated than the separate resolution of the L1 or L2 ambiguities because there are several combinations of integer n1 and n2 ambiguities that produce almost the same n3 ambiguity. An inspection of the Table in section 8.4.4 shows how several combinations of even small n1 and n2 cycles (c1 and c2) will produce values of n3 cycles (c3) that are near unity.

Hence it is often difficult to reliably decorrelate the integer ambiguities on L1 and L2 using the L3 observable alone. The use of L3 is usually justified so as to provide a better quality ambiguity-free solution than that which would have been obtained from single-frequency observations, or by processing L1 and L2 data separately. Commercial software capable of dual-frequency data processing usually allows, in addition to separate L1 and L2 solutions, for an L3 option to be used for medium and long baselines (> 20-30km).

	

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© Chris Rizos, SNAP-UNSW, 1999