Article
Open Access
A stable reference frame for the study of ground deformation in the Houston metropolitan area, Texas
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Published/Copyright:
October 15, 2013
Published Online: 2013-10-15
Published in Print: 2013-09-1
Articles in the same Issue
- Incorporation of the GPS satellite ephemeris covariance matrix into the precise point positioning
- Inverting GRACE gravity data for local climate effects
- Ocean Wave Measurement Using GPS Buoys
- Artifacts in regional gravity representations with spherical radial basis functions
- A stable reference frame for the study of ground deformation in the Houston metropolitan area, Texas
- Radon as a Early Warning Tool in Tectonic Monitoring Environments Analyzing Data Behavior
- Validation of GOCE gravity field models using GPS-leveling data and EGM08: a case study in Brazil
- Multi-processing least squares collocation: Applications to gravity field analysis
- Medium to high-frequency static DGPS error reduction using multi-resolution de-noising vs. de-trending procedures
- The geodesic boundary value problem and its solution on a triaxial ellipsoid
Keywords for this article
Fault creep;
GPS;
Helmert transformation;
Houston;
IGS08;
Local reference frame;
Subsidence
Articles in the same Issue
- Incorporation of the GPS satellite ephemeris covariance matrix into the precise point positioning
- Inverting GRACE gravity data for local climate effects
- Ocean Wave Measurement Using GPS Buoys
- Artifacts in regional gravity representations with spherical radial basis functions
- A stable reference frame for the study of ground deformation in the Houston metropolitan area, Texas
- Radon as a Early Warning Tool in Tectonic Monitoring Environments Analyzing Data Behavior
- Validation of GOCE gravity field models using GPS-leveling data and EGM08: a case study in Brazil
- Multi-processing least squares collocation: Applications to gravity field analysis
- Medium to high-frequency static DGPS error reduction using multi-resolution de-noising vs. de-trending procedures
- The geodesic boundary value problem and its solution on a triaxial ellipsoid
