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Convex Exemplar SPP-1600

by streeter last modified 2007-03-30 04:15
These runs were done by Greg Astfalk of HP/Convex.

Isom Crawford's Fortran-callable interface to the thread timing routines is available here.

This 4-HYPERnode system was in single-user mode.

All routines were compiled with: f77 -O; the code ran about 30 percent faster with f77 -O than with fc -O0.



 
GRID: 32 x 32 x 32 per processor(tile) 
 
                                                                      Speedup/
Processors  Wall Clock  tused(s) Zone-Cycles/sec MFLOPS  C90s Speedup Processor 
    1          3.76      3.60         36034       32.85  0.30   1.00    1.00 
    2          3.83      3.63         71333       65.04  0.59   1.98    0.99 
    3          4.10      3.76        101439       92.49  0.84   2.82    0.94 
    4          4.18      3.76        137191      125.08  1.14   3.81    0.95 
    6          4.70      4.01        190218      173.43  1.58   5.28    0.88 
    8          5.31      3.98        260779      237.76  2.17   7.24    0.90 
   12          5.92      4.42        343548      313.23  2.86   9.53    0.79 
   16          6.19      4.65        434521      396.17  3.62  12.06    0.75 
   24          7.03      6.12        594503      542.03  4.95  16.50    0.69 
   32          6.63      5.28        771388      703.31  6.42  21.41    0.67 




 
GRID: 64 x 64 x 64 per processor(tile) 
   
                                                                      Speedup/
Processors  Wall Clock  tused(s) Zone-Cycles/sec MFLOPS  C90s Speedup Processor 
    1          29.94     29.01         35799      28.40  0.19   1.00    1.00 
    2          30.63     29.30         70900      56.25  0.37   1.98    0.99 
    3          32.35     30.58        101240      80.32  0.53   2.83    0.94 
    4          32.71     29.93        138851     110.16  0.73   3.88    0.97 
    6          36.90     32.20        191653     152.06  1.00   5.35    0.89 
    8          40.75     33.00        250997     199.14  1.31   7.01    0.88 
   16          48.56     39.09        408269     323.92  2.13  11.40    0.71 
   24          45.08     38.97        627165     497.59  3.28  17.52    0.73 
   32          51.49     42.80        771784     612.33  4.03  21.56    0.67 


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