|Unit system||SI derived unit|
|Unit of||Electric charge|
|Named after||Charles-Augustin de Coulomb|
|1 C in ...||... is equal to ...|
|SI base units||A⋅s|
|CGS units||2997924580 statC|
|Atomic units||6.24150934(14)e×10 18|
This SI unit is named after Charles-Augustin de Coulomb. As with every International System of Units (SI) unit named for a person, the first letter of its symbol is upper case (C). However, when an SI unit is spelled out in English, it should always begin with a lower case letter (coulomb)—except in a situation where any word in that position would be capitalized, such as at the beginning of a sentence or in material using title case. Note that "degree Celsius" conforms to this rule because the "d" is lowercase.— Based on The International System of Units, section 5.2.
The SI system defines the coulomb in terms of the ampere and second: 1 C = 1 A × 1 s. The second is defined in terms of a frequency naturally emitted by caesium atoms. The ampere is defined using Ampère's force law; the definition relies in part on the mass of the international prototype kilogram, a metal cylinder housed in France. In practice, the watt balance is used to measure amperes with the highest possible accuracy.
Since the charge of one electron is known to be about 1766208(98)×10−19 C, 1.602 1 C can also be considered the charge of roughly 6.241509×10 18 electrons or +1 C the charge of that many positrons or protons, where the number is the reciprocal of 1.602177×10 −19.
The proposed redefinition of the ampere and other SI base units would have the effect of fixing the numerical value of the elementary charge to an explicit constant expressed in coulombs, and therefore it would implicitly fix the value of the coulomb when expressed as a multiple of the fundamental charge (the numerical values of those quantities are the multiplicative inverses of each other).
|Value||SI symbol||Name||Value||SI symbol||Name|
|10−1 C||dC||decicoulomb||101 C||daC||decacoulomb|
|10−2 C||cC||centicoulomb||102 C||hC||hectocoulomb|
|10−3 C||mC||millicoulomb||103 C||kC||kilocoulomb|
|10−6 C||µC||microcoulomb||106 C||MC||megacoulomb|
|10−9 C||nC||nanocoulomb||109 C||GC||gigacoulomb|
|10−12 C||pC||picocoulomb||1012 C||TC||teracoulomb|
|10−15 C||fC||femtocoulomb||1015 C||PC||petacoulomb|
|10−18 C||aC||attocoulomb||1018 C||EC||exacoulomb|
|10−21 C||zC||zeptocoulomb||1021 C||ZC||zettacoulomb|
|10−24 C||yC||yoctocoulomb||1024 C||YC||yottacoulomb|
|Common multiples are in bold face.|
See also SI prefix.
The elementary charge, the charge of a proton (equivalently, the negative of the charge of an electron), is approximately 1766208(98)×10−19 C1.602. In SI, the elementary charge in coulombs is an approximate value: no experiment can be infinitely accurate. However, in other unit systems, the elementary charge has an exact value by definition, and other charges are ultimately measured relative to the elementary charge. For example, in conventional electrical units, the values of the Josephson constant KJ and von Klitzing constant RK are exact defined values (written KJ-90 and RK-90), and it follows that the elementary charge e = 2/(KJRK) is also an exact defined value in this unit system. Specifically, e90 = (×10−9)/( 2812.807 × 25597.9) C 483 exactly. SI itself may someday change its definitions in a similar way. For example, one possible proposed redefinition is "the ampere...is [defined] such that the value of the elementary charge e (charge on a proton) is exactly 176487×10−19 coulombs", 1.602 (in which the numeric value is the 2006 CODATA recommended value, since superseded). This proposal is not yet accepted as part of the SI.
2014 CODATA recommended values
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