svetz
Works in theory! Practice? That's something else
Ran across this article where Purdue achieved 300 Billion RPM. They did it with nanoparticles, so not quite ready for industrial applications.
Celeroton has a commercial 25mm diameter motor that spins at 1,000,000 rpm (don't get too excited, doesn't look like you can just buy them on eBay).
Are flywheels more practical as small, light, and super fast?
How much power would a 25mm radius flywheel spinning at 500,000 rpm store?
Not sure that it would be practical for mobile devices, cars, or boats due to the gyroscopic effect (mounted in a 3d gimbal)? But 10 of these would probably weigh less than 1 kWh Battleborn and should store the same amount of energy. Probably need some voltage conversion equipment on top of that (A Flywheel Management System (FMS) ;-).
So, what about something a DIYer could do? A Dremel cutting wheel can spin to 35,000 rpm with 1.5" dimeter (0.0381m). What sort of energy storage with 2g worth of disks on a spindle?
Celeroton has a commercial 25mm diameter motor that spins at 1,000,000 rpm (don't get too excited, doesn't look like you can just buy them on eBay).
Are flywheels more practical as small, light, and super fast?
How much power would a 25mm radius flywheel spinning at 500,000 rpm store?
- Let's assume the rotor is a flat disk 1 mm wide with a k = 0.606.
- A 1mm thick disk of with a 25mm radius would have a volume of nearly 2cc and if made of steel would weigh 15.7g, about 3g if carbon fiber. Let's knock it down a bit more to 2g.
- With a radius of 25mm, the circumference is 157mm, at 500,000 rpm that's ω = 3,140,000 r/m or 328,653 radians/s
- I = k m r^2, 0.606 x 0.002 x (.025)^2 =
6.25e-6 kg m2 Ef = 1/2 I ω^2, 0.5 x 6.25e-6 x (328,653)^2 = 337540 Joules = 93.7 Wh.
So small, light, and uber-fast might be the way to go!
UPDATE to correct Math error
- I = k m r^2, 0.606 x 0.002 x (.025)^2 = 7.575e-7 kg m2
- Ef = 1/2 I ω^2, 0.5 x 7.575e-7 x (328,653)^2 = 40909 Joules = 11.3 Wh
Not sure that it would be practical for mobile devices, cars, or boats due to the gyroscopic effect (mounted in a 3d gimbal)? But 10 of these would probably weigh less than 1 kWh Battleborn and should store the same amount of energy. Probably need some voltage conversion equipment on top of that (A Flywheel Management System (FMS) ;-).
So, what about something a DIYer could do? A Dremel cutting wheel can spin to 35,000 rpm with 1.5" dimeter (0.0381m). What sort of energy storage with 2g worth of disks on a spindle?
- At 35,000 rpm that's ω = 3,140,000 r/m or 328,653 radians/s or 3663.3 rps
- I = k m r^2, 0.606 x 0.002 x (.0381)^2 = 1.75935132e-6 kg m2
- Ef = 1/2 I ω^2, 0.5 x 1.75935132e-6 x (3663.3 )^2 = 11 Joules = 0.003 Wh.
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