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# Will a Guitar String Vibrate Forever in the Vacuum of Space

 Abstract What is the objective: Of the three factors that stop a guitar string from vibrating, air resistance, absorption by the guitar, and absorption by the strings, the purpose of my experiment is to determine the importance of air resistance. My hypothesis is that in a vacuum, a guitar string will vibrate much longer than in regular air conditions. How to Do and What is required? I built a vacuum chamber and special electric guitar that fit into the chamber. The design of my experiment was first to pluck a thick guitar string, and a thin guitar string under normal air conditions, and measure how long the string vibrated by connecting the guitar pickup to a computer. I then created a vacuum in the chamber, and plucked again, measuring how long the string vibrated. What could be the result? Large Diameter String: 72 to 77% longer vibrations in a vacuum than normal air. Small Diameter String: 30% to -5% longer vibrations in a vacuum than normal air. Summary of this Project The result of my experiment is that the smaller diameter guitar string vibrated about the same in a vacuum than in normal air pressure, however the thick diameter string did not. The smaller string was not affected nearly as much by air resistance, and thus acted almost the same in a vacuum. However, since the thick string has more air resistance, it was affected greatly when in a vacuum, and vibrated 77% longer. This proves my hypothesis correct, that a guitar string will vibrate longer in a vacuum than in regular air conditions. In conclusion, of the three factors that stop a guitar string from vibrating, air resistance, absorption by the guitar, and absorption by the strings, air resistance is a very significant factor for thick strings. This project examined the importance of air resistance in stopping vibrations of a guitar string by plucking a hand-made electric guitar in a vacuum chamber and measuring how long the string vibrated with a computer.      << back Related Projects : 181.4°C in the Sun ,Detecting the Coriolis Effect in a Hose , Direct Solar Pool Heater , Doppler Effect and the Fiber Gyroscope , Radioactive Attenuation and the Inverse Square Law , Reflections on Reflection , Refractive Indices of Water And Turpentine Oil , Semiclassical Method to Predict Helium , Solar Cells