We have constructed a table from the Lattimer-Swesty equation of state (see refs. below) to be used in fully dynamical core-collapse simulations. The table consists of 180 evenly-spaced mesh points in log_{10}[], 180 mesh points in log_{10}[T], and 50 mesh points in the electron fraction (Y_{e}). At each point in the table we include the energy per baryon (E) in MeV, | the pressure (P) in MeV fm^{-3}, the entropy (s) in units of k_{B}, the specific heat (C_{V}) in baryon^{-1}, =d(lnP)/d(ln)|_{s}, the number fractions X_{n}, X_{p}, X_{}, and X_{h}, the difference µ_{n}-µ_{p}, and its derivatives with respect to temperature and Y_{e}. In addition, for the representative heavy nucleus, we also include the atomic mass (A) and the ratio Z/A. |
Energy and Specific Heat: |
Pressure and Entropy: |
Particle Number Fractions: |
Atomic Mass and Z/A: |
Gamma and The Sound Speed: |
µ_{n}-µ_{p} and its Derivatives: |