Hi alps community,
does the "Energy Density" output in the classical spinmc correspond to
the (Total Energy)/spins and the analogue "Energy Density in the quantum case, e.g. using loop, to
(Total Energy)/volume?
Since for simple cubic systems both energy densities are equal but for a simple bcc lattice
they differ by a factor of 2 so I wonder if they are differently defined?
If so, does the same apply consistently to the calculated heat capacities (are they calculated
using the fluctuations of the corresponding energy densities)?
Best,
Fritz
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