[Octopus-devel] [oct-run_testsuite on i386] daily report

Heiko Appel appel at physik.fu-berlin.de
Thu Jul 7 04:15:17 WEST 2005


Linux n11 2.6.11.6-smp-1 #1 SMP Mon Apr 11 20:30:44 CEST 2005 i686 GNU/Linux
 AMD Opteron(tm) Processor 248
 AMD Opteron(tm) Processor 248
MemTotal:      4073888 kB

 ***** Spinors *****  

Using workdir    : /tmp/tmp.5jbJBh 
Using executable : /usr/bin/octopus_cmplx 
Using test file  : /usr/share/octopus/testsuite/spinors.test 

Starting test run ...
Finished test run.

 TotalEnergy : 	 [  FAIL  ] 
 Eigenvalues : 	 [  FAIL  ] 
 Local Magnetic Moments : 	 [  FAIL  ] 



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                  Running octopus, version 1.99devel
             (build time - Thu Jul  7 02:23:53 CEST 2005)
   (latest cvs changes: 2005/07/06 10:14:44 states_inc.F90,v 1.98)

                The octopus is swimming in n11 (Linux)


            Calculation started on 2005/07/07 at 05:15:14

**********************************************************************
Calculation Mode: [gs] Calculation of the ground state
Boundary conditions: zero wave-functions
**********************************************************************
Info: Reading pseudopotential from file:
      '/usr/share/octopus/PP/TM2/Na.ascii'
      Calculating atomic pseudo-eigenfunctions for specie Na....
      Done.
Info: l =  0 component used as local potential
Info: Using default spacing(1) [b] =  0.567
Info: Using default spacing(2) [b] =  0.567
Info: Using default spacing(3) [b] =  0.567
Info: Derivatives calculated in real-space

**********************************************************************
Simulation Box:
  Type = around nuclei  
  Radius  [b] =  13.228
  Lengths [b] = (13.228,13.228,16.228)
The octopus will run in 3 dimension(s).
The octopus will treat the system as periodic in 0 dimension(s)
Main mesh:
  Spacing [b] = ( 0.567, 0.567, 0.567)    volume/point [b^3] =  0.18221
  # inner mesh =  71081
  Grid Cutoff [H] =    15.354
**********************************************************************

Info: Init Hartree
Info: Using FFTs with spherical cutoff to solve Poisson equation.


** Address Error **


End of diagnostics




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