Running Speed Calculation for 62.5 kg Runner - 65.4 W Race

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The discussion focuses on calculating the running speed of a 62.5 kg runner dissipating 65.4 W of power during a race. The mechanical energy dissipated per step is 0.554 J/kg, leading to a total energy loss of 34.6 J for every 1.5 m run. The relationship between energy dissipation and speed is established by determining the number of steps taken per unit time, which is then multiplied by the step length of 1.5 m to find the running speed. The calculations confirm that the approach to derive speed from energy dissipation is valid.

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While running, a person dissipates about 0.554 J of mechanical energy per step per kilogram of body mass. If a 62.5 kg runner dissipates a power of 65.4 W during a race, how fast is the person running? Assume a running step is 1.50 m in length.

Well I know that the person loses 34.6 J of mech energy every 1.5 m and loses a total of 65.4 watts during the entire race. Now 65.4 W is just 65.4 J/s, so how can I further relate all of these givens? I am a little confused. Thanks for any help in advance.
 
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In one step, the amount of energy dissipated is given by

[tex](62.5kg)(0.554Jkg^{-1})[/tex] (per step or per 1.50m)

Suppose there are n steps. This corresponds to a distance 1.50n meters. Hence in n steps the energy dissipated per unit time is

[tex](62.5)(0.554)(n) = 65.4[/tex]

from this you can get the number of steps he covers in unit time. Multiply it by 1.50m to get the speed. Is this okay?

cheers
vivek
 
Thanks for the help.
 

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