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You are at: Wagner Home > Technologies > Data Fusion Tracking > NRTDF

Near-Real-Time Data Fusion (NRTDF) and Testbed

NRTDF is a full-capability data fusion engine that utilizes both linear (Kalman Filter) and non-linear (Monte Carlo) tracking models. The Kalman filter is used for all tracks and is supplemented by the Monte Carlo model for high-interest and/or low reporting rate targets. NRTDF is an advanced and highly processor-efficient version of the Global Correlation Engine (GCE) developed by Daniel H. Wagner Associates for Naval Surface Warfare Center Dahlgren Division.

Contents

Fusion Testbed

The Fusion Testbed has been created to test and demonstrate the NRTDF for different scenarios. The testbed has an easy-to-use GUI and database (yellow)that allows an analyst quickly to create, modify, store, and run multi-target scenarios to supply reports to the correlator. The SRAPS module can simulate one or more reactive undersea targets. The data generator has high-fidelity sensor models for radar, ESM, acoustic and other sensors, along with a special module to evaluate the performance of the correlator.

The testbed has been used to evaluate typical surveillance scenarios for the Navy's new SH60R common helicopter. NRTDF will form the core of its cockpit situation awareness and mission management software.

 

The Scenario GUI and Database are an integrated package. The Data Generator runs on output data files created by the GUI. The Data Generator and the SRAPS Simulation separately send reports to the Input Process. The M-H Association process shares data on high-interest tracks with the Non-Gaussian module. The Optimizer uses the Non-Gaussian Output to develop search patterns.

 

Testbed Graphical User Interface

A sample of the Testbed Graphical User Interface is shown below. The user can point and click to create simulated targets, place them in the scenario, and specify movement and detectability. The user can also define sensor capabilities for friendly platforms, and turn on or off sensors during the scenario. The user can mix simulated reports with real reports during replay for post-scenario analyses.

 

 

 

 

 

 

 

 

 

 

 

Multi-Hypothesis Correlation

The core of the NRTDF is a Multi-Hypothesis correlator, called MATCH that can handle multiple sensor types, multiple platforms, out-of-sequence reports, and both kinematic and attribute-based sensors. The multiple hypothesis method is important because it allows MATCH to correct improper associations quickly. When an association is ambiguous, MATCH creates multiple models and holds the most likely ones in memory. The most likely hypothesis is displayed to the operator but, when new data indicate a change, the correct hypothesis is quickly substituted.

Example Application to Passive Tracking

The example shown below, created in the testbed, demonstrates this capability. There are two friendly ships with ESM capability both reporting to a common correlator. There are two hostile ships with emitting radars, beyond radar range of either friendly. Both friendlies gain passive contact on both enemies.

Because the two lines of bearing create four intersection, there are two hypotheses for which pair of intersections reflects the two real targets.

 
  When tracking begins, the correlator has no information other than the four LOBs, so it picks the wrong pair of intersections.
  After a short time, the motion information makes the other pair of intersections more likely and MATCH immediately switches to the correct scenario.

NRTDF can handle large numbers of tracks at very high data rates because of its unique "data bypass" feature, where reports are prioritized and can bypass MATCH when the data rate exceeds the processor capacity.

Non-Gaussian Tracking

 

A unique feature of NRTDF is its ability to create high-fidelity target models for high-interest targets that are undetected. These models are based on the Monte Carlo method and can use INTEL information plus negative information provided by unsuccessful search. As opposed to standard trackers, the Monte Carlo model can handle the case where the target can take alternative, distinct trajectories.

A "probability map" shows a snapshot of the location distribution of a high-interest target.


 

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