Estimating Walking Speed w/ Ideal Physical Pendula

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Estimating walking speed using legs as ideal physical pendula requires assumptions about step size and frequency. Participants suggest measuring the time taken to walk 10 meters and note that additional information on step size is necessary for accurate calculations. There is a discussion about the relationship between body size and walking speed, referencing a historical lecture on how larger animals tend to walk faster. The challenge lies in determining the effective pendulum length for accurate speed estimation. Overall, clarity in problem statements and assumptions is crucial for solving the exercise effectively.
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Homework Statement



Estimate your walking speed assuming that your legs are ideal PHYSICAL PENDULA.

Estimate your walking speed by measuring how long it takes you to walk 10 m.

Was your "pendulum" walking speed faster of slower than your "clocked" walking speed? Why?

Homework Equations





The Attempt at a Solution



I'm unsure of how to calculate the first question. I'm going to assume that I take a step every half second but I don't know where to start from that assumption.
 
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You'll need some additional assumption on the step size, otherwise it does not work. I don't like the problem statement, it should make that clear (or suggest a value).
 
mfb said:
You'll need some additional assumption on the step size, otherwise it does not work.
True, but that's fairly easy to measure. The hard part is estimating effective pendulum length.

(This question reminds me of a Christmas lecture series from the Royal institution many decades ago which looked at the effects of scale on living things. The lecturer demonstrated that, for the same basic body plan, all animals run at the same speed, but larger animals walk faster, as √L. As a result, sufficiently small animals hardly ever walk.)
 
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