The sound frequency of two metals?

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SUMMARY

This discussion focuses on the sound frequency and elastic properties of different metals, specifically in the context of horseshoes. The frequency of sound produced by an object is determined by its elasticity, geometry, and mass, with material properties playing a significant role. The user, Russ, is investigating the differences in sound frequency between cast and forged horseshoes and their effects on performance when striking a stake. He plans to utilize a high-speed camera to analyze the impact and rebound dynamics of the horseshoe.

PREREQUISITES
  • Understanding of material properties, specifically elasticity and mass
  • Familiarity with sound frequency concepts in physics
  • Knowledge of the geometry of objects and its impact on vibration
  • Experience with high-speed imaging techniques
NEXT STEPS
  • Research the elastic properties of metals and their effect on sound frequency
  • Learn about the physics of vibration in complex geometries
  • Explore high-speed camera technology and its applications in material testing
  • Investigate design principles for optimizing horseshoe performance
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Engineers, materials scientists, equestrian professionals, and anyone interested in the acoustic properties of metals and their practical applications in horseshoe design.

Photon713
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Have any studies been done on the elastic properties of two unlike metals? I have noted a difference in the sound frequency of different horseshoes. Specifically, what is the effect of a horseshoe of one frequency striking a stake of another? I also assume that the speed of the strike is important, as well as the location struck. Are there any simple formula that provide answers? I am assuming that there is a direct correlation between frequency and vibration. Thank You
 
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The frequency of the sound an object makes is a function of the elasticity of the object, it's geometry, and its mass. Two of those three are, of course, material properties. For a guitar string, the calculation is easy becaue it is essentially one-dimensional. For more complex objects, it can get quite difficult to calculate the frequency of vibration.
 
Thank You, Russ...
I am trying to determine if a cast or forged horseshoe is more lively and thus, prone to bouncing off of a stake. Later this year I will be using a high speed camera to see where the horseshoe hits the stake and when it bounces back. Finally, can a shoe be designed to bounce the shoe to the hooks? Thank you for your response.
 

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