![]() Space Shuttle Orbiter Approaching the ISS |
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![]() The NSTL "Ship Channel" Receiver |
![]() An IntegriNautics IN200C-XL signal generator. This is the pseudolite that sends a signal to the transmitting antennae. |
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![]() Pseudolites E, B, and F on the north wall |
![]() Pseudolites F, B, A, and C on the east wall and the ceiling |
![]() Workbench and pseudolites C and A ![]() Close up of pseudolite A on ceiling of NSTL |
![]() Pseudolites E and F on the north wall |
![]() Close up of pseudolite F with a helical transmitting antenna |
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![]() The metallic high-bay door and air handling system (facing west) |
![]() Close up of pseudolite F with a Reduced Surface Wave antenna |
| A set of files was written to analyze the measurements made in the NSTL. Since the pseudorange measurements from the NSTL were unusable, a simulation was written to test the receiver navigation software. The flowchart to the right illustrates the logic in the code. Additionally, seven different estimation algorithms were written. Some were pedagogical in nature, such as deterministic solutions using pseudorange measurements, carrier phase measurements with initialization, or a combination of the two measurements. A batch algorithm that estimated the state at each epoch based on all data from prior to and including that epoch was written. The batch estimate used the same initial guess for each epoch. Another deterministic solution used carrier smoothed code (CSC) data. The CSC method uses an extended sequential filter to center the carrier phase measurements with the pseudorange measurements, thereby removing the need to solve for the ambiguity. Over time, the CSC solution relies on the rate of change of the carrier phase measurement. The figure below shows the CSC measurement estimate as a function of epoch. The next figure to the right is a deterministic position solution using CSC measurements. A RAIM was employed so only measurements that fit the predictions were used. Two extended Kalman filters (EKFs) were derived. The first uses CSC measurements for a position solution. The second uses only carrier phase measurements to estimate the position, velocity, and integer ambiguities. This method requires that the rover antenna is in motion. | ![]() |
![]() Carrier Smoothed Code |
![]() Carrier Smoothed Code Position Solution |
![]() Extended Kalman Filter using Carrier Smoothed Code |
![]() Extended Kalman Filter using Carrier Phase |