--- title: "Neptunus" date: 2020-07-09T17:50:54+02:00 draft: false --- **NEPTUNUS** is a FORTRAN code for the calculation of FCI energies and properties written by Bendazzoli G L and Evangelisti S with contributions from Gagliardi L; Giner E; Monari A; Verdicchio M. It uses the one- and two-electron molecular integrals computed on the Hartree-Fock atomic orbitals (AO), that are obtained with the DALTON quantum chemistry package. Then, the AO integrals are transformed on the Hartree-Fock Molecular Orbital (MO) basis set, by using the 4-index transformation using the Ferrara code. Finally, NEPTUNUS, performs the calculation at Full-CI level. ## How to install it ? 1. Unpack the tarball. 2. Compile the following programs: - Dalton2fci/IJKL - Dalton2fci/DALCOST - Dalton2fci/PROPERTIES *Note*: you will find a makefile to change accordingly. 3. Compile the FCI program by doing the following: in the directory `NEPTUNUS/_TESTDY`: check the file `OBJ/makefile`, change it if needed, and run: ```bash > make -COBJ mizar > make -COBJ alcor ``` ## Running the tests Go to `NEPTUNUS/TEST/H2O` and run: ```bash > waterdz.sh > waterdz_core.sh > greppo.sh ``` You should get the files momentum.dat and position.dat Compare them with momentum_GLB.dat and position_GLB.dat respectively. ## How to perform a FCI calculation? 1. Run DALTON 2. Run ijkldali6 (4index transformation) 3. Run dalcost: prepares the integral file(s) of the hamiltonian from IJKL output 4. Run properties: transforms the integrals of dipole, secmom and other operators 5. Run FCI programs: alcor for max 2+2 electrons, otherwise mizar You can see an example in the TEST/H2O directory. ## Related Papers - Bendazzoli G L, Evangelisti S (1993) A vector and parallel full configuration interaction algorithm. J Chem Phys 98:3141. - Bendazzoli G L, Evangelisti S (1993) Computation and analysis of the full configuration interaction wave function of some simple systems. Int J Quantum Chem 48:287–301. - Gagliardi L, Bendazzoli G L, Evangelisti S (1997) Direct-list algorithm for configuration interaction calculations. J Comput Chem 18:1329–1343.