Moore's Law Calculator
Apply Moore's law (density doubling roughly every 2 years) to project a future value, plus the number of doublings, growth multiple, and annual growth rate.
Input
Result
Projected value after 10 years
73,600units
Number of doublings
5×
Growth multiple
32×
Annual growth rate
41.4 %
| Doublings (years ÷ doubling time) | 5× |
| Growth multiple (= 2 ^ doublings) | 32× |
| Projected value | 73,600 units |
| Average annual growth rate | 41.4 %/yr |
How it works
- Enter the starting value, years elapsed, and doubling time; the projection is computed as starting value × 2^(years ÷ doubling time).
- The doubling time defaults to 2 years. Change it freely to model paces such as about 1.5 or 3 years.
- The number of doublings is years divided by the doubling time, and the growth multiple is 2 raised to that number of doublings.
- The annual growth rate is the average yearly increase (%) when the growth multiple is spread evenly across the elapsed years.
- When the projected value becomes very large, scientific notation is shown alongside it for readability.
- This tool is an approximation for understanding exponential growth and does not guarantee actual semiconductor progress or future physical limits.
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