Overview

In the context of modern tracking systems, the field of Data Fusion and Tracking encompasses a range of critical techniques and methodologies pivotal for accurately estimating and managing the states of dynamic targets. This includes the ability to precisely estimate track positions and velocities, along with their inherent uncertainties, by … For more content click the Read More button below.

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Tuition pattern

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Aims

The primary aim of this topic is to equip learners with a deep understanding and practical skills necessary for designing and implementing advanced tracking systems. This involves mastering the estimation of positions and velocities of targets, understanding the intricacies of measurement uncertainties, and accurately translating these into state estimate errors. A significant objective is to develop proficiency in creating algorithms for the effective merging and initiation of tracking paths, an essential skill in dynamic environments. The course aims to provide comprehensive knowledge in designing Kalman filters, a cornerstone technique in tracking moving targets with precision. Additionally, it seeks to enhance learners' ability to apply Bayes theorem for integrating data from diverse sensors, thereby improving tracking accuracy. A critical aim is also to explore and compare various methodologies, especially for non-linear systems, enabling learners to choose the most effective technique suited to specific tracking scenarios. Overall, this topic aims to develop well-rounded expertise in data fusion and tracking, ensuring learners can apply these skills in complex, real-world applications where accurate and efficient tracking is crucial.

Learning outcomes

On completion of this topic you will be expected to be able to:
1.
Estimate track positions and velocities (states), as well as their uncertainties from time of arrival, Doppler shift, and range measurements
2.
Convert measurement errors to state estimate errors
3.
Develop decision algorithms for merging tracks and creating new ones
4.
Design a Kalman filter to track a constantly moving target
5.
Apply Bayes theorem to generate target state distributes from heterogeneous sensors
6.
Compare alternatives to the Kalman filter for nonlinear systems

Assessments

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Current students should refer to FLO for detailed assessment information, including due dates. Assessment information is accurate at the time of publishing.

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Requisites information

Pre-requisites:

Additional information

Other topic information

Students are required to have a current NV1 security clearance issued by the Australian Government Security Vetting Agency (AGSVA)