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Last active October 3, 2015 07:32
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How much Uranium is needed to stop the Earth from rotating, ballpark

From: https://en.wikipedia.org/wiki/Rotational_energy

E = Earth's rotational kinetic energy is: 2.138×10^29 J.

From: https://en.wikipedia.org/wiki/Energy_density

D = Energy density of uranium: 1,539,842,000 MJ/L

Calculate: ((E/(D*1,000,000))^(1/3.0))/10 meters

Enter in Python: round(((2.138E29)/(1539842000E6))**(1/3.0)/10) = 5178.0

Conclusion:

To stop the rotation of the Earth using uranium as a power source for an electric engine, you need at least a cube-size chunk of uranium of 5 kilometers in size.

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