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What is a yottabyte?

A yottabyte (YB) represents the largest standardized unit of digital storage in the International System of Units (SI). One yottabyte equals:

1 YB=1,000,000,000,000,000,000,000,000 bytes=1024 bytes1\ \text{YB} = 1,000,000,000,000,000,000,000,000\ \text{bytes} = 10^{24}\ \text{bytes}

This unit measures planetary-scale data, like the total internet traffic across decades or global sensor networks.

What is a yobibyte?

The yobibyte (YiB) belongs to the binary system (IEC 80000-13 standard), used in computing contexts where precise power-of-two calculations matter:

1 YiB=1,208,925,819,614,629,174,706,176 bytes=280 bytes1\ \text{YiB} = 1,208,925,819,614,629,174,706,176\ \text{bytes} = 2^{80}\ \text{bytes}

Unlike YB, YiB addresses memory alignment and hardware design where binary precision is critical.

Understanding bits and bytes

  • Bit: Smallest data unit (0 or 1)
  • Byte: 8 bits (fundamental storage unit)

All conversions between YB/YiB and bits require intermediary byte conversions:

Bits=Bytes×8\text{Bits} = \text{Bytes} \times 8

Decimal (SI) vs. binary (IEC) systems

SystemBaseUnit prefixMultiplierUse case
SI10Yotta (YB)102410^{24}Storage devices, networks
IEC2Yobi (YiB)2802^{80}RAM, processor design

Conversion formulas

  • YB to bits: Bits=YB×(1024)×8\text{Bits} = \text{YB} \times (10^{24}) \times 8
  • YiB to bits: Bits=YiB×(280)×8\text{Bits} = \text{YiB} \times (2^{80}) \times 8
  • Cross-system conversion: 1 YiB=1 YB×28010241.2089 YB1\ \text{YiB} = 1\ \text{YB} \times \frac{2^{80}}{10^{24}} \approx 1.2089\ \text{YB}

Practical examples

  1. Scientific data: The Hubble Space Telescope generates 10 TB/year. In yottabytes:

    10 TB=0.00000000001 YB10\ \text{TB} = 0.00000000001\ \text{YB}

    Converting to bits:

    0.00000000001 YB×1024×8=80,000,000,000,000 bits0.00000000001\ \text{YB} \times 10^{24} \times 8 = 80,000,000,000,000\ \text{bits}
  2. Global data storage: If humanity stored 1 YB of data:

    1 YB×1024×8=8×1024 bits1\ \text{YB} \times 10^{24} \times 8 = 8 \times 10^{24}\ \text{bits}

    Equivalent to transmitting 8 billion 4K movies simultaneously for 1,000 years.

Why two systems exist

  • SI units (decimal): Adopted by storage manufacturers (HDDs, SSDs) for simplicity. Aligns with metric prefixes.
  • IEC units (binary): Used in software/memory design. Eliminates ambiguity (e.g., 1 KB historically meant 1,024 bytes).

Frequently asked questions

How many bits are in 0.25 YB?

Using the SI formula:

0.25 YB×(1024)×8=2×1024 bits0.25\ \text{YB} \times (10^{24}) \times 8 = 2 \times 10^{24}\ \text{bits}

Why does 1 YiB exceed 1 YB in size?

YiB uses binary growth (2802^{80}), while YB uses decimal (102410^{24}). Since 210=1,024>1,0002^{10} = 1,024 > 1,000, binary units accumulate faster:

280=1.2089×1024>10242^{80} = 1.2089 \times 10^{24} > 10^{24}

Can I directly convert YB to YiB?

Yes, using the ratio:

YiB=YB×1024280YB×0.827\text{YiB} = \text{YB} \times \frac{10^{24}}{2^{80}} \approx \text{YB} \times 0.827

Are yottabytes used in real systems today?

Not yet practically. As of 2024, the largest data centers store exabytes (EB, 101810^{18} bytes). 1 YB is ~1,000 times current global data.

How long would transferring 1 YiB take on a 100 Gbps network?

First, convert 1 YiB to bits:

1 YiB×280×8=9.671×1024 bits1\ \text{YiB} \times 2^{80} \times 8 = 9.671 \times 10^{24}\ \text{bits}

Transfer time:

9.671×1024 bits100×109 bits/second3.07×1014 seconds=9.7 million years\frac{9.671 \times 10^{24}\ \text{bits}}{100 \times 10^9\ \text{bits/second}} \approx 3.07 \times 10^{14}\ \text{seconds} = 9.7\ \text{million years}

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