hic-ebe-3d

vhlle freezeout data:

Old data:

τ, x, y, η, dσ₀, dσ₁, dσ₂, dσ₃, u⁰, u¹, u², u³, T_c, μ_b, μ_q, μ_s, π₀₀, π₀₁, π₀₂, π₀₃, π₁₁, π₁₂, π₁₃, π₂₂, π₂₃, π₃₃, π₃₃, Π, dV_eff = dσ ⋅ u

New data (everything in cartesian coordinates)

0	1	2	3	4	5	6	7	8	9	10	11-15
x0	x1	x2	x3	dσ0	dσ1	dσ2	dσ3	v1	v2	v3	πij = (11, 12, 13, 22, 23)

Note that sampler needs:

$$\begin{aligned} x = [x^0, x^1, x^2, x^3] & &\\\ d\sigma^{\mu} = [d\sigma_0, -d\sigma_1, -d\sigma_2, -d\sigma_3] & &\\\ v = [v_1, v_2, v_3] & &\\\ \pi_{ij} \textrm{ or } \pi^{ij} \textrm{ dictionary } & &\\\ \end{aligned}$$

and make sure that Sampler.volume is positive.