Basics of the local spin density approximation?

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The local spin density approximation (LSDA) is an extension of the local density approximation that incorporates the spin of particles into calculations. It is essential for understanding electronic structure in density functional theory (DFT). For foundational knowledge, Kieron Burke's online draft on DFT is recommended as a starting point. While more detailed resources are available, basic explanations can be found in libraries. Overall, LSDA is a crucial concept for accurately modeling spin-dependent systems in quantum mechanics.
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Does anyone know the basics of the local spin density approximation?
 
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Originally posted by salsero
Does anyone know the basics of the local spin density approximation?

You'd have to search for spiral equation i guess.

Best wishes Erik-Olof Wallman
 
It's just like the local density approximation except that now you're including the spin of the particles in your equations and subsequent calculations. Which sounds a bit snarky, perhaps, but that's all there is to it.

If you want real basic, go take a look at Kieron Burke's online draft on DFT http://dft.rutgers.edu/kieron/beta/

There are of course far more rigorous and lengthy explanations, but they aren't too hard to find (just look in your nearest library).
 
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