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GPSTk 2.1

Provide a library and suite of apps to the satellite navigation community.


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For GPSTk 2.1Publisher's description


GPSTk is a Development software developed by ARL The University of Texas at Austin. After our trial and test, the software is proved to be official, secure and free. Here is the official description for GPSTk:

Edit By BS Editor: The goal of the GPSTk project is to provide an open source Library and suite of applications to the satellite navigation community--to free researchers to focus on research, not lower level coding.

GPS users employ practically every computational architecture and operating system. Therefore the design of the GPSTk suite is as platform-independent as possible. Platform iNdependence is achieved through use of the ISO-standard C++ programming language. The principles of object-oriented programming are used throughout the GPSTk code base in order to ensure that the code is modular, extensible and maintainable.

The GPSTk suite consists of a core library, auxiliary libraries, and a set of applications. The GPSTk provides a wide array of functions that solve processing problems associated with GPS such as processing or using standard formats such as RINEX. The libraries are the basis for the more advanced applications distributed as part of the GPSTk suite.

GPSTk Core Library
The GPSTk core library provides the most robust, broadly useful, and platform independent code in the GPSTk. It provides a number of models and algorithms found in GPS textbook and classic papers, such as solving for the user position or estimating atmospheric refraction. Common formats are supported as well, such as RINEX or SP3. There are several categories of function that provide the base functionality for the GPSTk applications and for a number of other independent projects:

- GPS time. Conversion among time representations such as MJD, GPS week and seconds of week, and many others.
- Ephemeris calculations. Position and clock interpolation for both broadcast and precise ephemerides.
- Atmospheric delay models. Includes ionosphere and troposphere models.
- Position solution. Includes an implementation of a Receiver Autonomous Integrity Monitoring Algorithm.
- Mathematics. Includes Matrix and Vector implementations, as well as interpolation and numerical integration.
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