Terabyte

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Quantities of bytes
SI prefixes (decimal) IEC prefixes (binary)
Binary usage (often with KB for kB)
Value Name Value Name
10001 = 103 kilobyte (kB) 10241 = 210 = 1.024·103 kibibyte (KiB)
10002 = 106 megabyte (MB) 10242 = 220 ≈ 1.049·106 mebibyte (MiB)
10003 = 109 gigabyte (GB) 10243 = 230 ≈ 1.074·109 gibibyte (GiB)
10004 = 1012 terabyte (TB) 10244 = 240 ≈ 1.100·1012 tebibyte (TiB)
10005 = 1015 petabyte (PB) 10245 = 250 ≈ 1.126·1015 pebibyte (PiB)
10006 = 1018 exabyte (EB) 10246 = 260 ≈ 1.153·1018 exbibyte (EiB)
10007 = 1021 zettabyte (ZB) 10247 = 270 ≈ 1.181·1021 zebibyte (ZiB)
10008 = 1024 yottabyte (YB) 10248 = 280 ≈ 1.209·1024 yobibyte (YiB)

A terabyte (derived from the prefix tera- and commonly abbreviated TB) is a measurement term for data storage capacity. The value of a terabyte is based upon a decimal radix (base 10) and is defined as one trillion (short scale) bytes, or 1000 gigabytes.

The number of bytes in a terabyte is sometimes stated to be approximately 1.0995 x 1012. This difference arises from a conflict between the long standing tradition of using binary prefixes and base 2 in the computer world, and the more popular and intuitive decimal (SI) standard adopted widely in the industry. Standards organizations such as IEC, IEEE and ISO recommend to use the alternative term tebibyte (TiB) to signify the traditional measure of 10244 bytes, or 1024 gibibytes, leading to the following definitions:

  • According to the SI standard and current usage, a terabyte (TB) contains 1,000,000,000,000 bytes = 10004 or 1012 bytes.
  • According to traditional and binary arithmetic, a terabyte contained 1,099,511,627,776 bytes = 10244 or 240 bytes. Ambiguity can be avoided by use of the standardized term for this quantity, the tebibyte.

The capacities of computer storage devices are traditionally advertised using their SI standard values.

[edit] Terabytes in use

[edit] See also

[edit] References

ar:تيرابايت

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