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Similarly maximum cycle slip error for ( {Delta mathrm{N}}_2^{mathrm{p}}left(mathrm{k}right) ), denoted as ( {updelta Delta mathrm{N}}_2^{mathrm{p}}{left(mathrm{k}right)}_{mathrm{max}} ), is ( {updelta Delta mathrm{N}}_2^{mathrm{p}}{left(mathrm{k}right)}_{mathrm{max}}=operatorname{int}left[4.094bullet {mathrm{SIPE}}_{mathrm{max}}right] ) from Eq. (7).
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With a predefined maximum value of sudden increase of pseudorange errors SIPEmax, the search spaces for dual-frequency cycle slip candidates can be determined.
Maximum cycle number.
Total number of cycle slip candidate pairs.
Number of Remaining cycle slip candidate pairs.
Two cycle slip validation rules are proposed to validate the cycle slip candidates.
Fig. 4 The flowchart of the cycle slip search strategy.
The results show that no single cycle slip is detected.
In other words, q=left{ begin{array}{l} {{zero}},, text{(no cycle slip)} {{nonzero}},, text{ cycle slip)} end{array}right.
To search for the correct cycle slip candidate, two rules are proposed to validate the cycle slip candidate pairs.
The cycle slip may be as small as one or a few cycles, or contain millions of cycles.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com