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Moore's law, Wright's law and the Countdown to Exponential Space

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  • Daniel Berleant
  • Venkat Kodali
  • Richard Segall
  • Hyacinthe Aboudja
  • Michael Howell

Abstract

Technologies have often been observed to improve exponentially over time. In practice this often means identifying a constant known as the doubling time, describing the time period over which the technology roughly doubles in some measure of performance or of performance per dollar. Moore's law is, classically, the empirical observation that the number of electronic components that can be put on a chip doubles every 18 months to 2 years. Today it is frequently stated as the number of computations available per unit of cost. Generalized to the appropriate doubling time, it describes the rate of advancement in many technologies. A frequently noted competitor to Moore's law is known as Wright's law, which has aeronautical roots. Wright's law (also called power law, experience curve and Henderson's law) relates some quality of a manufactured unit (for Wright, airplanes) to the volume of units manufactured. The Wright's law equation expresses the idea that performance - price or a quality metric - improves according to a power of the number produced, or alternatively stated, improves by a constant percentage for every doubling of the total number produced. Does exploration of outer space conform to Moore's law or Wright's law-like behavior? Our results below are broadly consistent with these laws. This is true for many technologies. Although the two laws can make somewhat different predictions, Sahal found that they converge to the same predictions when manufacturing volume increases exponentially over time. When space exploration transitions into an independent commercial sector, as many people hope and expect, spacecraft technology will then likely enter an era of unambiguously exponential advancement.

Suggested Citation

  • Daniel Berleant & Venkat Kodali & Richard Segall & Hyacinthe Aboudja & Michael Howell, 2021. "Moore's law, Wright's law and the Countdown to Exponential Space," Papers 2107.09637, arXiv.org.
  • Handle: RePEc:arx:papers:2107.09637
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