Prefixes (binary) are used in computing to denote multiples of bytes or bits in powers of 2, such as kilo (1024), mega (1024²), etc.
1 GiB/s = 9.3132e-10 Eibps
1 Eibps = 1,073,741,824 GiB/s
Example:
Convert 15 Gibibyte per Second to Exbibit per Second:
15 GiB/s = 1.3970e-8 Eibps
Gibibyte per Second | Exbibit per Second |
---|---|
0.01 GiB/s | 9.3132e-12 Eibps |
0.1 GiB/s | 9.3132e-11 Eibps |
1 GiB/s | 9.3132e-10 Eibps |
2 GiB/s | 1.8626e-9 Eibps |
3 GiB/s | 2.7940e-9 Eibps |
5 GiB/s | 4.6566e-9 Eibps |
10 GiB/s | 9.3132e-9 Eibps |
20 GiB/s | 1.8626e-8 Eibps |
30 GiB/s | 2.7940e-8 Eibps |
40 GiB/s | 3.7253e-8 Eibps |
50 GiB/s | 4.6566e-8 Eibps |
60 GiB/s | 5.5879e-8 Eibps |
70 GiB/s | 6.5193e-8 Eibps |
80 GiB/s | 7.4506e-8 Eibps |
90 GiB/s | 8.3819e-8 Eibps |
100 GiB/s | 9.3132e-8 Eibps |
250 GiB/s | 2.3283e-7 Eibps |
500 GiB/s | 4.6566e-7 Eibps |
750 GiB/s | 6.9849e-7 Eibps |
1000 GiB/s | 9.3132e-7 Eibps |
10000 GiB/s | 9.3132e-6 Eibps |
100000 GiB/s | 9.3132e-5 Eibps |