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Program
|
Goal
|
Processing
description
|
Estimated parameters
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| GAMIT |
Computing
loose constrained solutions (quasi-observations) |
First,
we estimate GPS station coordinates for each day of data in loosely
constrained solutions (h-files). That means that we tightly constraint
neither the coordinates of the tracking sites nor the GPS satellites
orbits. In our solutions, the orbits of GPS satellites and station
coordinates are not in a well-determined reference frame. Baseline
lengths are determined very precisely in the loosely constrained
solutions and the entire GPS network and GPS constellation can be
rotated and translated as a rigid body.
|
- Station
positions (coordinates)
- Satellite
orbits parameters
- Initial
conditions
- Radiation
parameters
- Phase
center offsets
- Earth
orientation parameters (EOP)
- Atmospheric
delay parameters
- Time
dependent Zenith delays and gradients
- Carrier
phase ambiguities
|
| GLOBK |
Combining
global and local quasi-observations |
To
use the coordinates derived from these solutions, we need to transform
all the loosely constrained solution into a consistent reference frame
so that we can derive rates of deformation from the time series of
the stations' coordinates. The reference frame defines the origin,
scale and orientation of our geodetic coordinates. A reference frame
is realized through the coordinate and covariance of a number of reference
stations. We include information about the reference stations of the
adopted geodetic reference frame (usually the latest realization of
the ITRF)
by combining our loosely constrained solutions with the IGS global
h-files from SOPAC.
|
- Time
series of station coordinates (testing coordinate repeatabilities)
to identify and remove any survey or stations which are outliers
- Estimate
of station coordinates averaged over a multi-day experiment by
combination of individual sessions (e.g., days) of observations
- Earth
Orientation Parameters (EOP), to estimate station velocities from
combination of averaged station coordinates obtained from several
years of observations
|
| GLORG |
Defining
the reference frame for deformation velocities |
Finally,
we apply the reference frame constraints and estimate the site velocities
|
- Definition
of a reference frame after GLOBK data combination
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