Boettcher et al., Phys. Rev. Lett. 116, 045303 (2016)

Ref. [22] measured a population-balanced mixture of \(N \sim 100000\) \({}^6\)Li atoms tuned via Feshbach resonance.

Figure 3 gives measurements of the equation of state, reporting \(n/n_0\) for different \(\beta \epsilon_B\) and \(\beta \mu\).

The data were provided by Philipp Lunt.

tdg.references.PRL116045303.figure_3()[source]

Returns a dictionary with keys that are ballpark values of (positive) \(\beta\epsilon_B\).

Each value is itself a dictionary with keys:

  • beta_epsilon and dbeta_epsilon the experimental value and associated uncertainty.

  • beta_mu, n/n0, and dn/n0, experimental values for \(\beta\mu\), \(n/n_0\), and its associated uncertainty. All are the same length.

  • marker, color for plotting.

tdg.references.PRL116045303.figure_3_reproduction()[source]
import tdg.references.PRL116045303
import matplotlib.pyplot as plt

fig, ax = tdg.references.PRL116045303.figure_3_reproduction()
fig.tight_layout()
plt.show()

(Source code, png, hires.png, pdf)

../_images/PRL116045303-1.png