Energy Dissipation in Horseracing

AI Thread Summary
Energy dissipation in horseracing can be analyzed by calculating the kinetic energy of each horse during different race segments. Using the formula Kinetic Energy = 1/2mv², where m is the horse's mass (1200 pounds) and v is the average velocity for each 440-foot segment, allows for a precise measurement. For Horse A, the times are 23, 24, and 25 seconds, while Horse B's times are 24, 23, and 24 seconds, leading to total race times of 72 and 71 seconds, respectively. By determining the average velocity for each segment, one can compute the kinetic energy and assess energy dissipation throughout the race. This method provides a clear framework for understanding the physics of horseracing.
panz
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Hi,

First time posting. I have some scattered notes that I found on applying physics to horseracing. One of the notes talked about the energy dissipation of each horse's prior races but no formula was given. Could anybody show me how to calculate the energy dissipation for each horse in the following example; assuming each horse is 10 feet long and each weighing 1200 pounds. They will race 1320 feet and the times listed below are how long it takes each horse to run the first 440 feet, the second 440 feet and the third 440 feet and the final time.

Horse A 23 seconds, 24 seconds 25 seconds total 72 seconds
Horse B 24 seconds, 23 seconds 24 seconds total 71 seconds

Thanks for any help you can give me.
 
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Well I suppose the simplest way I can think of doing it is assuming an average velocity over each section and using the following energy equation:

Kinetic Energy = 1/2mv2

Where m = mass of horse, v = average velocity.

This will give you the kinetic energy of each horse during each section of the race.
 
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