Five paper airplanes each folded from paper of an area of 900 square centimeters of varying length and width. All paper airplanes were folded to a delta wing shape with aspect ratios of 0.8, 1.0, 1.5, 2.5, and 3.1. Each airplane was launched from a homemade launcher seven times and the distance flown recorded. The best and worst flights were discarded and the remaining five values averaged.
Optimal flights were obtained with the launcher by using a five degree inclination and a high speed of launch. Increasing the length-to-wingspan ratio generally increased the distance the plane flew. At a ratio of 3.1, the plane became unstable and flew inconsistently.
My launch pad prototype is a successful platform for reproducible airplane flight. For the type of paper airplane tested, a length-to-wingspan ratio of 2.5 is optimal in terms of distance flown. Ratios above this, while providing good distance flight, often become unstable and erratic.
This project is about how does varying a paper plane's length-to-wingspan ratio affect its ability to fly long distances?
Science Fair Project done By Colin J. Barkley