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What are zettabytes and zettabits?

Zettabytes (ZB) and zettabits (Zb) represent colossal units of digital information in the decimal system. One zettabyte equals 1,000,000,000,000,000,000,000 bytes ($10^{21}$ bytes), while one zettabit equals $10^{21}$ bits. These units belong to the International System of Units (SI) and are used by storage manufacturers, telecommunications companies, and in scientific research dealing with enormous datasets. For context, the entire internet, including accessible data, was estimated to contain about 120 ZB of data in 2023, while global data generation is projected to exceed 180 ZB annually by 2025.

Exploring zebibytes and zebibits

In contrast, zebibytes (ZiB) and zebibits (Zib) belong to the binary measurement system defined by the International Electrotechnical Commission (IEC). One zebibyte equals 1,180,591,620,717,411,303,424 bytes ($2^{70}$ bytes), while one zebibit equals $2^{70}$ bits. These units are preferred in computer science contexts where binary-based calculations are fundamental, such as memory addressing and operating system design. The “bi” in zebibyte explicitly denotes the binary nature of these measurements.

Key differences between decimal and binary systems

The fundamental distinction between these systems lies in their base calculations:

  • Decimal system (SI units): Uses base-10 calculations (powers of 10)
  • Binary system (IEC units): Uses base-2 calculations (powers of 2)

This difference creates a divergence that grows with scale:

1 ZB=1021 bytes=1,000,000,000,000,000,000,000 bytes1\ ZB = 10^{21}\ bytes = 1,000,000,000,000,000,000,000\ bytes 1 ZiB=270 bytes=1,180,591,620,717,411,303,424 bytes1\ ZiB = 2^{70}\ bytes = 1,180,591,620,717,411,303,424\ bytes

The ratio between systems highlights that 1 ZiB is approximately 18.06% larger than 1 ZB:

1 ZB0.847 ZiB1\ ZB \approx 0.847\ ZiB 1 ZiB1.181 ZB1\ ZiB \approx 1.181\ ZB

Conversion formulas

Within the same measurement system

  • Decimal conversions:
Zb=ZB×8Zb = ZB \times 8 ZB=Zb÷8ZB = Zb \div 8
  • Binary conversions:
Zib=ZiB×8Zib = ZiB \times 8 ZiB=Zib÷8ZiB = Zib \div 8

Between different measurement systems

  • ZB to ZiB:
ZiB=ZB×1021270ZB×0.847ZiB = ZB \times \frac{10^{21}}{2^{70}} \approx ZB \times 0.847
  • ZB to Zib:
Zib=ZB×8×1021270ZB×6.776Zib = ZB \times 8 \times \frac{10^{21}}{2^{70}} \approx ZB \times 6.776
  • Zb to ZiB:
ZiB=Zb×10218×270Zb×0.1059ZiB = Zb \times \frac{10^{21}}{8 \times 2^{70}} \approx Zb \times 0.1059
  • Zb to Zib:
Zib=Zb×1021270Zb×0.847Zib = Zb \times \frac{10^{21}}{2^{70}} \approx Zb \times 0.847

Practical examples

Global data center capacity

If global data centers have a combined capacity of 15 ZB:

  • In zettabits:
15×8=120 Zb15 \times 8 = 120\ Zb
  • In zebibytes:
15×0.84712.705 ZiB15 \times 0.847 \approx 12.705\ ZiB
  • In zebibits:
15×6.776101.64 Zib15 \times 6.776 \approx 101.64\ Zib

5G network throughput

A 5G network backbone handling 5 Zb/s:

  • In zettabytes per second:
5÷8=0.625 ZB/s5 \div 8 = 0.625\ ZB/s
  • In zebibits per second:
5×0.8474.235 Zib/s5 \times 0.847 \approx 4.235\ Zib/s
  • In zebibytes per second (since $1\ ZiB/s = 8\ Zib/s$):
4.235÷80.529 ZiB/s4.235 \div 8 \approx 0.529\ ZiB/s

Data unit conversion table

From unitTo unitConversion factor
ZB (SI)Zb (SI)× 8
ZB (SI)ZiB (IEC)× 0.847
ZB (SI)Zib (IEC)× 6.776
ZiB (IEC)ZB (SI)× 1.181
ZiB (IEC)Zib (IEC)× 8
ZiB (IEC)Zb (SI)× 9.444
Zb (SI)ZB (SI)÷ 8
Zb (SI)Zib (IEC)× 0.847
Zib (IEC)ZiB (IEC)÷ 8
Zib (IEC)ZB (SI)× 0.1476

Historical context of data units

The term “zettabyte” emerged in the 1990s as data volumes exploded, with the prefix “zetta” derived from the Italian “sette” meaning seven, representing $10^{21}$ (1,000⁷). The IEC introduced “zebibyte” in 1998 to eliminate ambiguity between decimal and binary interpretations that caused confusion in computing contexts. This distinction became crucial as storage capacities grew beyond terabytes, where the 18.06% difference between ZiB and ZB translates to substantial absolute values.

Frequently asked questions

How to convert 3.5 ZB to Zib?

To convert zettabytes (ZB) to zebibits (Zib):

  1. Multiply by 8 to convert to zettabits:
3.5×8=28 Zb3.5 \times 8 = 28\ Zb
  1. Apply the SI-to-IEC conversion factor:
28×0.84723.716 Zib28 \times 0.847 \approx 23.716\ Zib

Alternatively:

3.5×6.77623.716 Zib3.5 \times 6.776 \approx 23.716\ Zib

Why do we need different measurement systems?

The decimal system aligns with standard metric prefixes used in science and engineering, while the binary system reflects how computers actually process and store information (in powers of two). This distinction prevents misinterpretation in technical specifications and ensures accurate calculations for large-scale data projects.

What’s the difference between Zb/s and ZiB/s?

Zb/s (zettabits per second) measures data transmission speed in decimal units, commonly used in telecommunications. ZiB/s (zebibytes per second) measures data transfer speed in binary units, typically used in computer architecture contexts. The conversion between them involves both the byte-bit relationship and the decimal-binary conversion:

1 Zb/s=0.1059 ZiB/s1\ Zb/s = 0.1059\ ZiB/s

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