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My understanding of the process is that the difference between enriching uranium to a low level (for energy) and a high level (for weaponry) is simply a matter of scale -- if they are currently enriching uranium to a low level (which they claim that they are) the technology they already have can produce highly enriched uranium, it will just take a lot longer.
The attraction of bigger/more centrifuges is being able to get the uranium to that point faster.
Obviously, it is possible to build a centrifuge that makes it extremely hard to reach weapons grade, but as I understood it, one of those is so hobbled as to make fuel grade hard to reach too...
The physical principle is to use the centrifugal force to produce an "exponential atmosphere" in order to separate the lighter from the heavier isotopes in gas form. The process of enrichment proceeds by multiplicative increments.
I can write something more detailed if I must.
Larger centrifuges are able to produce higher gradients, so a higher degree of enrichment is possible at each step. A society committed to the notion that government is always bad will have bad government. And it doesn't have to be that way. — Paul Krugman
In particular can you comment on Nomad's assertion that there are centrifuges which are useful for fuel creation which are not useful for weapons creation?
To a first approximation, the number of enrichment cycles it would take to reach a given level of enrichment increases as the log of the level of enrichment. A society committed to the notion that government is always bad will have bad government. And it doesn't have to be that way. — Paul Krugman
Wikipedia has a brief article about Gas centrifuges. I could try to answer questions about that. A society committed to the notion that government is always bad will have bad government. And it doesn't have to be that way. — Paul Krugman
How hard is it to work maraging steel anyway?
Remember I'm not an engineer. A society committed to the notion that government is always bad will have bad government. And it doesn't have to be that way. — Paul Krugman
The key parameter is the centrifugal acceleration on the centrifuge's rim: this is proportional to the diameter of the centrifuge times the square of the rotation frequency... or the square of the speed at the rim divided by the diameter. In terms of structural stability, smaller is better. A society committed to the notion that government is always bad will have bad government. And it doesn't have to be that way. — Paul Krugman
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