![]()
DATA PROCESSING CONSIDERATIONS |
Among the most important considerations for the reliable processing of GPS
data therefore are:
Correct field procedures to ensure
that good quality data is collected in the field (Chapter 10): for example,
avoiding multipath inducing environments, correct measurement of antenna
height, adequate battery power, no signal obstructions (trees, etc.) or
interference (microwave transmissions, etc.), appropriate length observation
sessions, etc.
Clean data that has been appropriately
pre-processed in order to detect and repair any cycle slips.
Appropriate observation modelling and processing
software: matched to the accuracy required so that the correct strategy
is used to account for the GPS measurement biases, and in particular the
cycle ambiguities.
Appropriate processing procedures:
recognises that GPS phase data reduction involves a number of steps executed
in sequence.
The latter two issues are discussed briefly below.
![]()
The GPS relative positioning technique is employed for a wide range of applications. As a starting point, in order to sort out the variety of GPS modelling and software options that are available, the surveying applications may be categorised according to three general ranges of accuracy:
| Class A (Scientific): | better than 1 ppm | |
| Class B (Geodetic): | 1 to 10 ppm | |
| Class C (General Surveying): | lower than 10 ppm. |
Class A surveys are primarily undertaken for precise engineering, deformation analysis, and geodynamic applications. Class B surveys include control surveys undertaken for the purposes of geodetic network densification, mapping, and for resource development applications. Class C surveys primarily encompass those lower accuracy surveys undertaken for urban, cadastral, GIS and general-purpose survey applications. Users in the latter two categories comprise the majority of the GPS survey user community, and it is the applications in these categories that are collectively referred to in these notes as "GPS surveying". In section 7.2.2 the GPS observation modelling options appropriate for GPS surveying are summarised.
![]()
For the purpose of discussion, the data pre-processing, initial analysis
and final adjustment steps as they relate to a single session are introduced
here. These are described in the remaining sections of Chapter
7, in Chapter 8, and in parts of Chapter 9. The steps relating to the combination
of session adjustments and the integration of the results with terrestrial
control are discussed separately in Chapter
9, Chapter
11 and Chapter 12.
Data Pre-Processing
Pre-processing encompasses a number of specific tasks:
These tasks may be carried out on a single-station basis, and can therefore be carried out in the field office. The result should be a set of appropriately formatted and pre-processed (though not entirely "clean") observations, together with ephemeris information and approximate station coordinates.
Initial Data Analysis
These tasks are carried out as a prelude to the final phase data adjustment, as soon as data from two or more GPS receivers is brought together in the field office:
The former is discussed in section 7.3, together with the pre-processing procedures. The latter, as it is based on the principles of baseline determination, is discussed in section 8.1, together with double-differenced phase solutions. The result is a "clean" set of observations, and very good apriori station coordinates.
Final Adjustment
The adjustment of the pre-processed GPS observations similarly encompasses a number of tasks:
The actual adjustment of GPS observations can be performed in two ways:
Various types of differenced (including non-differenced) observables can
be employed in GPS data processing (section 7.2.2).
Each of these observable types have certain advantages and disadvantages
with respect to bias reduction, parameter sensitivity, error modelling,
and processing efficiency. The capability to exploit the integer
nature of the carrier phase ambiguity terms is also an important consideration
in the final adjustment stage. Methods of integer ambiguity resolution
appropriate to the different observable types (apart from triple-differences),
and for single and dual-frequency operations are needed (Chapter
8).

Back To Chapter 7 Contents
/ Next Topic / Previous Topic
© Chris Rizos, SNAP-UNSW, 1999