What are the best brakes for generating heat in a small space?

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The discussion revolves around using a flywheel and brake pads to generate heat for a design project. The user seeks clarification on calculating kinetic energy (KE) in relation to braking, specifically using the formula KE = 0.5mv^2. They are uncertain about how to incorporate time constants and whether to consider the velocity differences with and without brakes. The user also inquires about the availability of compact brakes that can generate significant heat and whether the energy calculations would differ if the heat is directed towards a coil connected to the brake pads instead of heating the surrounding space. The conversation emphasizes the need for accurate physics principles in the design process.
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Hi, I'm trying to use https://www.physicsforums.com/showthread.php?t=50668 for a design I'm working on, but the situation doesn't exactly match.

My idea was to use something like this (http://ecx.images-amazon.com/images/I/51KH24CPE0L._AA280_.jpg) with a flywheel and brake pads to generate heat.

I haven't taken physics in a few years, so I'm a little rusty. I thought I could use KE=.5mv^2 with like, the difference of "velocity without brakes" and "velocity with brakes", but those aren't initial/final, so I would need a time constant in there too.

If anybody can help, that'd be great. Are there any kind of brakes out there that would generate a lot of heat and still be small enough to fit into something like this?
 
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Maybe I'm just confusing myself but would it be KE=.5m((d1/t1)^2-(d2/t2)^2) assuming d1=d2 OR t1=t2? (1 being without breaks and 2 being with breaks)

This is assuming the energy difference is all caused by the brake pads of course.

Also. would this all apply if I'm heating a coil connected to the brake pads opposed to heating the space?
 
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