| ... | ... | @@ -92,5 +92,9 @@ The BdG functional is equivalent to Bogoliubov de-Gennes mean-field approximati |
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\frac{\tau_{\downarrow}}{2}
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+ g\nu^{\dagger}\nu
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```
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The (bare) coupling constant $`g`$ is related to scattering length by the formula $`g=4\pi\hbar^2a/m`$.
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\ No newline at end of file |
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The (bare) coupling constant $`g`$ is related to scattering length by the formula $`g=4\pi\hbar^2a/m`$.
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Below we provide predictions of BdG functional for total energy and paring gap as a function of coupling constant $`-ak_F`$ computed for uniform and spin-symmetric system. Results are compared with predictions of BCS theory, and as expected the agreement is observed for $`-ak_F`<1$.
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