B Inclined treadmills and Galilean Invariance

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Inclined treadmills raise questions about their effectiveness and the principles of Galilean invariance. The discussion highlights the ongoing debate regarding whether the incline is merely a marketing gimmick or if it genuinely impacts workout efficiency. Previous threads have explored the physics of work done on inclined treadmills and energy calculations during exercise. The relevance of these discussions is reinforced by the potential for future inquiries into the topic. Understanding the mechanics behind inclined treadmills can enhance workout strategies and inform consumer choices.
A.T.
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A Steve Mould video about inclined treadmills and Galilean Invariance:
This has been discussed many times on PF, and will likely come up again, so the video might come handy.



Previous threads:

 
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For fun I was trying to use energy considerations to determine the depth to which a solid object will sink in a fluid to reach equilibrium. The first approach that I tried was just to consider the change in potential energy of the block and the fluid as the block is lowered some unknown distance d into the fluid similar to what is shown in the answer to this post. Upon taking the limit as the vessel's cross sectional area approaches infinity I have an extra factor of 2 in the equilibrium...

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