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OALib Journal期刊
ISSN: 2333-9721
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Evaluating the repeatability of RTK GPS measurements using analysis of variance ; Vrednotenje ponovljivosti opazovanj RTK GPS z analizo variance

Keywords: RTK GPS , Accuracy , Repeatability , ANOVA , RTK GPS , natan nost , ponovljivost , ANOVA

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Abstract:

The purpose of this study is to evaluate the repeatability of RTK GPS method under varying satellite configurations by using different reference points. Furthermore, we conducted one way Analysis of Variance (ANOVA), which is a powerful tool for comparing the variability of related types of measurements. Multi-reference station is a well–known approach in RTK GPS. Using multi-reference points isan effective way to achieve consistent accuracy in the whole net by making errors less distance dependent on the reference stations. It is possible to achieve high reliability and availability by using multi-reference stations. If one station goes down or starts to provide suspicious values, it is possible to compensate the situation with other stations, while this is not possible when a single reference station fails. Here we present ANOVA which is an effective method to check the quality of corrections generated from each reference station ; Namen raziskave je oceniti ponovljivost RTK-metodeGPS-opazovanj v odvisnosti od razli ne geometrije razporeditve satelitov in z uporabo razli nih referen nih postaj. Uporabili smo metodo enosmerne analize variance (ANOVA), ki omogo a u inkovito primerjavo spremenljivosti podobnih meritev. RTK-metodo GPSopazovanjsmo opravili z ve referen nimi postajami, saj je tako mogo e dose i homogeno natan nost v celotni mre i. Prav tako je natan nost manj odvisna od oddaljenosti izmeritvenih to k od referen ne postaje. Tako sta omogo eni visoka zanesljivost in dostopnost opazovanj, saj lahko eno referen no postajo ob morebitnem izpadu nadomestimo z drugo, kar je velika prednost pred uporabo samo ene referen ne postaje. Z metodo ANOVA lahko u inkovito preverimo kakovost popravkov, ki jih ustvarijo posamezne referen ne postaje.

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