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Research Projects


Coordinated Searching and Target Identification Using Teams of Autonomous Agents

coordiated searching Many modern autonomous systems actually require significant human involvement. Often, the amount of human support and infrastructure required for these autonomous systems exceeds that of their manned counterparts. This work involves increasing both the tactical and strategic decision making capabilities of various autonomous systems. The application considered is the problem of searching for targets using a team of heterogeneous agents. The system maintains a grid-based world model which contains information about the probability of a target being located in any given cell of the map. Agents formulate control decisions for a fixed number of time steps using a modular algorithm that allows for capabilities and characteristics of individual agents to be encoded in several parameters. The resulting search patterns executed by the agents guarantee an exhaustive search of the map in the sense that all cells will be searched sufficiently to ensure that the probability of a target being located in any given cell is driven to zero. This system was simulated using high fidelity simulations with heterogeneous agents in complex and dynamic environments. After performing successfully in simulation, these algorithms were then verified and validated on a distributed human-in-the-loop simulator. This system allows a human operator to handle low level tasks such as state stabilization and signal tracking while preserving the contributions of the autonomous algorithm. Finally, flight test results are presented showing the benefits of augmenting a human system with these types of autonomous algorithms.


Verification and Validation of Strategic Autonomous Algorithms Using Human-in-the-Loop Architectures

human_in_the_loop.jpg Much unmanned aerial vehicle research aims to minimize the need for human interaction. This is often achieved by developing algorithms which allow a single agent or possibly a team of agents to operate autonomously. Most of these mission management algorithms operate at a high, strategic level and assume that low level tasks such as vehicle state stabilization and payload signal tracking have already been realized. The difficulty in verifying and validating strategic algorithms in flight tests is that implementing these algorithms requires the development of many other lower-level subsystems which are not directly related to the strategic algorithms. This project investigates architectures and hardware implementations of a ground based, distributed testing environment that can be used to test strategic level algorithms in an efficient manner. This system allows human interaction at very specific points to avoid developing a fully autonomous system, but still preserves the function and contributions of the strategic algorithm. This architecture and ground based testing facility greatly reduces development time and allows algorithms to be tested with few approximations before implementing them on a fully autonomous system. Human subject results in ground simulation and flight testing are used to verify the approach.


Autonomous Airborne Geomagnetic Surveying and Target Identification

Searching Example This project focuses on using total magnetic intensity measurements to search and identify magnetic anomalies in a predetermined area. The challenge is to use noisy sensor measurements to identify and classify these anomalies. This concept is integrated with a centralized occupancy based map search idea to apply to a team of autonomous agents.


Modeling, Simulation, and Analysis for Controls and Dynamics Projects

Various research projects regarding low level dynamics and control projects. These projects concern subjects and areas such as parameter identification, adaptive fault detection, feedforward control, modeling and control of unstable systems, and design methods of multiple controllers for complex systems.


Numerical Solutions to Various Applied Mathematics Problems

Several projects involving involving subjects such as numerical techniques for solutions of problems such as non-linear reaction diffusion systems, partial differential equations, and non-linear differential equations.

Alison Lum Events
Calum Consulting
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