Document Type thesis Author Name Day, Andrew Hunter URN etd-060107-102610 Title Optimization of a Micro Aerial Vehicle Planform Using Genetic Algorithms Degree MS Department Mechanical Engineering Advisors David Olinger, Advisor Nikolaos Gatsonis, Committee Member Zhikun Hou, Committee Member Mark Richman, Graduate Committee Rep Keywords Genetic Algorithms Planform Optimization Micro Aerial Vehicle Date of Presentation/Defense 2007-05-31 Availability unrestricted
Micro aerial vehicles (MAV) are small remotely piloted or autonomous aircraft. Wingspans of MAVs can be as small as six inches to allow MAV’s to avoid detection during reconnaissance missions. Improving the aerodynamic efficiency of MAV’s by increasing the lift to drag ratio could lead to increased MAV range and endurance or future decreases in aircraft size. In this project, biologically inspired flight is used as a framework to improve MAV performance since MAV’s operate in a similar flight regime to birds. A novel wind tunnel apparatus was constructed that allows the planform shape of a MAV wing to be easily altered. The scale-model wing mimics a bird wing by using variable feather lengths to vary the wing planform shape. Genetic algorithms that use natural selection as an optimization process were applied to establish successive populations of candidate wing shapes. These wing shapes were tested in the wind tunnel where wings with higher fitness values were allowed to ‘breed’ and create a next generation of wings. After numerous generations were tested an acceptably strong solution was found that yielded a lift to drag ratio of 3.28. This planform was a non conventional planform that further emphasized the ability of a genetic algorithm to find a novel solution to a complex problem. Performance of the best planform was compared to previously published data for conventional MAV planform shapes. Results of this comparison show that while the highest lift to drag ratio found from the genetic algorithm is lower than published data, inabilities of the test wing to accurately represent a flat plate Zimmerman planform and limitations of the test setup can account for these discrepancies.
Browse by Author | Browse by Department | Search all available ETDs
Questions? Email email@example.com