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Computer performance by orders of magnitude

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This list compares various amounts of computing power in instructions per second organized by order of magnitude.

Scientific E notation index: -1 | 0 | 3 | 6 | 9 | 12 | 15 | 18 | 24

10-1

Slowest single sentient computation [dubiousdiscuss]

  • 5×10−1 Speed of the average human mental calculation for multiplication using symbols circa 2000 B.C. [citation needed]

100

Reality speed frame of computation

  • 1 OP/S the speed of the average human addition calculation using symbols circa 2000 B.C. [citation needed]
  • 1 OP/S the speed of Zuse Z1 first fully digital automated computer 1936
  • 5 OP/S world record for human addition set

101

Faster than human mental reaction computation begins [citation needed]

  • 2×101 Zuse Z3 1941
  • 6×101 Upper end of serialized human perception computation (light bulbs in the US do not flicker to the human observer)

102

Faster than animal perception computation begins [citation needed]

  • 1.2×102 Estimated serial perception processing for a double dorsal brain. [citation needed]
  • 2×102 Upper end of serialized human through put. This is roughly expressed by the lower limit of accurate event placement on small scales of time (The swing of a conductors arm, the reaction time to lights on a drag strip etc.) [citation needed]
  • 2×102 IBM 602 1946 computer.

103

Kilo scale computing

106

Mega scale computing

109

Giga scale computing

1012

Tera scale computing

1015

Petascale computing

1018

Exascale computing

  • 1×1018 Amount of processing power needed to simulate a rudimentary human brain from a electrochemical point of view. [citation needed] Estimated that the need for exascale computing will become pressing around 2018[2]

1021

Zetta scale computing

  • 1×1021 Accurate global weather estimation on the scale of approximately 2 weeks[3]. Assuming Moore's law remains constant, such systems may be feasible around 2038.

A zettascale computer system could generate more single floating point data in one second than was stored by any digital means on Earth in first quarter 2011.

References

  1. ^ Overclock3D - Sandra CPU
  2. ^ [1]
  3. ^ DeBenedictis, Erik P. (2005). "Reversible logic for supercomputing". Proceedings of the 2nd conference on Computing frontiers. pp. 391–402. ISBN 1595930191. {{cite book}}: Cite has empty unknown parameter: |coauthors= (help); External link in |chapterurl= (help); Unknown parameter |chapterurl= ignored (|chapter-url= suggested) (help)