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7.3: Mean Field Theory
https://phys.libretexts.org/Bookshelves/Thermodynamics_and_Statistical_Mechanics/Book%3A_Thermodynamics_and_Statistical_Mechanics_(Arovas)/07%3A_Mean_Field_Theory_of_Phase_Transitions/7.03%3A_Mean_Field_Theory
The minimum of the free energy occurs close to the $h=0$ solution $m=m\ns_0(\theta)\equiv \sqrt{3}\,(1-\theta)$ , and writing $m=m\ns_0+\delta m$ we find $\delta m$ to linear order in $h$ as ...The minimum of the free energy occurs close to the $h=0$ solution $m=m\ns_0(\theta)\equiv \sqrt{3}\,(1-\theta)$ , and writing $m=m\ns_0+\delta m$ we find $\delta m$ to linear order in $h$ as $\delta m(\theta,h)=h/2(1-\theta)$ .

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