Separative Work Unit: Derivation from Entropy

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A mechanical engineering student is seeking the derivation of the separative work unit (SWU) formula from entropy for a nuclear engineering course. They express frustration over existing resources that only present the formula without detailed explanations. The discussion highlights that the entropy of a mixture can be expressed as R times the sum of xilnxi, where xi represents the mole fractions of the components. This formula serves as a foundational starting point for understanding the derivation. The student aims to present a comprehensive understanding of the topic rather than a superficial overview.
Victor2096
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Hello Guys,

I am a mechanical engineering student and taking nuclear engineering course. Professor told me to search SWU (separative work unit). I know the general formula and the value function... But I need the derivation of that formula from entropy... Is there any document that you can suggest? I checked possible books to find out but could not get a satisfactory result. They just put the formula and say here is the value function and this is the formula for SWU. I do not want to present my topic like that. I read in a website that the value function comes from change in entropy for the gas.

Thanks in advance.
 
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Victor2096 said:
derivation of that formula from entropy
Entropy of a mixture is R times the sum of xilnxi , where the xi are the mole fractions of the components of the mixture. That's your starting point.
 
What type of energy is actually stored inside an atom? When an atom is split—such as in a nuclear explosion—it releases enormous energy, much of it in the form of gamma-ray electromagnetic radiation. Given this, is it correct to say that the energy stored in the atom is fundamentally electromagnetic (EM) energy? If not, how should we properly understand the nature of the energy that binds the nucleus and is released during fission?

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