托 |
torr
|
≡ Pa
|
≈ 133.322 4 Pa
Torque
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
foot-pound force |
ft lbf
|
≡ lb × 1 ft
|
= 1.355 817 948 331 4004 N·m
| foot-poundal |
ft pdl
|
≡ 1 lb·ft2/s2 |
= 4.214 011 009 380 48×10−2 N·m
| inch-pound force |
in lbf
|
≡ lb × 1 in
|
= 0.112 984 829 027 6167 N·m
| 米·千克 |
m kg
|
≡ N × m / g
|
≈ 0.101 971 621 N·m
| 牛·米(SI单位) |
N·m
|
≡ N × m = kg·m2/s2 |
= 1 N·m
| 能量
能量
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
barrel of oil equivalent |
bboe
|
≈ 5.8×106 BTU59 °F |
≈ 6.12×109 J
| British thermal unit (ISO) |
BTUISO |
≡ 1.0545×103 J
|
= 1.0545×103 J
| British thermal unit (International Table) |
BTUIT |
|
= 1.055 055 852 62×103 J
| British thermal unit (mean) |
BTUmean |
|
≈ 1.055 87×103 J
| British thermal unit (thermochemical) |
BTUth |
|
≈ 1.054 350×103 J
| British thermal unit (39 °F) |
BTU39 °F |
|
≈ 1.059 67×103 J
| British thermal unit (59 °F) |
BTU59 °F |
≡ 1.054 804×103 J
|
= 1.054 804×103 J
| British thermal unit (60 °F) |
BTU60 °F |
|
≈ 1.054 68×103 J
| British thermal unit (63 °F) |
BTU63 °F |
|
≈ 1.0546×103 J
| calorie (International Table) |
calIT |
≡ 4.1868 J
|
= 4.1868 J
| calorie (mean) |
calmean |
1⁄100 of the energy required to warm one gram of air-free water from 0 °C to 100 °C @ 1 atm
|
≈ 4.190 02 J
| calorie (thermochemical) |
calth |
≡ 4.184 J
|
= 4.184 J
| 卡路里 (3.98 °C) |
cal3.98 °C |
|
≈ 4.2045 J
| 卡路里 (15 °C) |
cal15 °C |
≡ 4.1855 J
|
= 4.1855 J
| 卡路里 (20 °C) |
cal20 °C |
|
≈ 4.1819 J
| 摄氏度 heat unit (International Table) |
CHUIT |
≡ 1 BTUIT × 1 K/°R
|
= 1.899 100 534 716×103 J
| cubic centimetre of atmosphere; standard cubic centimetre |
cc atm; scc
|
≡ 1 atm × 1 cm3 |
= 0.101 325 J
| cubic foot of atmosphere; standard cubic foot |
cu ft atm; scf
|
≡ 1 atm × 1 ft3 |
= 2.869 204 480 9344×103 J
| cubic foot of natural gas |
|
≡ 1 000 BTUIT |
= 1.055 055 852 62×106 J
| cubic yard of atmosphere; standard cubic yard |
cu yd atm; scy
|
≡ 1 atm × 1 yd3 |
= 77.468 520 985 2288×103 J
| electronvolt |
eV
|
≡ e × 1 V
|
≈ 1.602 177 33×10−19 ± 4.9×10-26 J
| erg (cgs unit) |
erg
|
≡ 1 g·cm2/s2 |
= 10−7 J
| foot-pound force |
ft lbf
|
≡ g × 1 lb × 1 ft
|
= 1.355 817 948 331 4004 J
| foot-poundal |
ft pdl
|
≡ 1 lb·ft2/s2 |
= 4.214 011 009 380 48×10−2 J
| gallon-atmosphere(英制) |
imp gal atm
|
≡ 1 atm × 1 gal (imp)
|
= 460.632 569 25 J
| gallon-atmosphere(美国) |
US gal atm
|
≡ 1 atm × 1 gal(美国)
|
= 383.556 849 0138 J
| hartree, atomic unit of energy |
Eh |
≡ me·α2·c2 (= 2 Ry)
|
≈ 4.359 744×10−18 J
| horsepower-hour |
hp·h
|
≡ 1 hp × 1 h
|
= 2.684 519 537 696 172 792×106 J
| inch-pound force |
in lbf
|
≡ g × 1 lb × 1 in
|
= 0.112 984 829 027 6167 J
| joule (SI unit) |
J
|
The work done when a force of one newton moves the point of its application a distance of one metre in the direction of the force.[25] |
= 1 J = 1 m·N = 1 kg·m2/s2 = 1 C·V = 1 W·s
| 千卡、大卡 |
kcal; Cal
|
≡ 1 000 calIT |
= 4.1868×103 J
| kilowatt-hour; Board of Trade Unit |
kW·h; B.O.T.U.
|
≡ 1 kW × 1 h
|
= 3.6×106 J
| litre-atmosphere |
l atm; sl
|
≡ 1 atm × 1 L
|
= 101.325 J
| quad |
|
≡ 1015 BTUIT |
= 1.055 055 852 62×1018 J
| rydberg |
Ry
|
≡ R∞·ℎ·c
|
≈ 2.179 872×10−18 J
| therm (E.C.) |
|
≡ 100 000 BTUIT |
= 105.505 585 262×106 J
| therm(美国) |
|
≡ 100 000 BTU59 °F |
= 105.4804×106 J
| thermie |
th
|
≡ 1 McalIT |
= 4.1868×106 J
| ton of coal equivalent |
TCE
|
≡ 7 Gcalth |
= 29.3076×109 J
| ton of oil equivalent |
TOE
|
≡ 10 Gcalth |
= 41.868×109 J
| ton of TNT |
tTNT
|
≡ 1 Gcalth |
= 4.184×109 J
| Power or heat flow rate
Power
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
atmosphere-cubic centimetre per minute |
atm ccm
|
≡ 1 atm × 1 cm3/min
|
= 1.688 75×10−3 W
| atmosphere-cubic centimetre per second |
atm ccs
|
≡ 1 atm × 1 cm3/s
|
= 0.101 325 W
| atmosphere-cubic foot per hour |
atm cfh
|
≡ 1 atm × 1 cu ft/h
|
= 0.797 001 244 704 W
| atmosphere-cubic foot per minute |
atm·cfm
|
≡ 1 atm × 1 cu ft/min
|
= 47.820 074 682 24 W
| atmosphere-cubic foot per second |
atm cfs
|
≡ 1 atm × 1 cu ft/s
|
= 2.869 204 480 9344×103 W
| BTU (International Table) per hour |
BTUIT/h
|
≡ 1 BTUIT/h
|
≈ 0.293 071 W
| BTU (International Table) per minute |
BTUIT/min
|
≡ 1 BTUIT/min
|
≈ 17.584 264 W
| BTU (International Table) per second |
BTUIT/s
|
≡ 1 BTUIT/s
|
= 1.055 055 852 62×103 W
| calorie (International Table) per second |
calIT/s
|
≡ 1 calIT/s
|
= 4.1868 W
| erg per second |
erg/s
|
≡ 1 erg/s
|
= 10−7 W
| foot-pound-force per hour |
ft lbf/h
|
≡ 1 ft lbf/h
|
≈ 3.766 161×10−4 W
| foot-pound-force per minute |
ft lbf/min
|
≡ 1 ft lbf/min
|
= 2.259 696 580 552 334×10−2 W
| foot-pound-force per second |
ft lbf/s
|
≡ 1 ft lbf/s
|
= 1.355 817 948 331 4004 W
| horsepower (boiler) |
bhp
|
≈ 34.5 lb/h × 970.3 BTUIT/lb
|
≈ 9.810 657×103 W
| horsepower (European electrical) |
hp
|
≡ 75 kp·m/s
|
= 736 W
| horsepower (imperial electrical) |
hp
|
≡ 746 W
|
= 746 W
| horsepower (imperial mechanical) |
hp
|
≡ 550 ft lbf/s
|
= 745.699 871 582 270 22 W
| horsepower(公制) |
hp
|
≡ 75 m kgf/s
|
= 735.498 75 W
| litre-atmosphere per minute |
L·atm/min
|
≡ 1 atm × 1 L/min
|
= 1.688 75 W
| litre-atmosphere per second |
L·atm/s
|
≡ 1 atm × 1 L/s
|
= 101.325 W
| lusec |
lusec
|
≡ 1 L·µmHg/s [14] |
≈ 1.333×10−4 W
| poncelet |
p
|
≡ 100 m kgf/s
|
= 980.665 W
| square foot equivalent direct radiation |
sq ft EDR
|
≡ 240 BTUIT/h
|
≈ 70.337 057 W
| ton of air conditioning |
|
≡ 2000 lbs of ice melted / 24 h
|
≈ 3 504 W
| ton of refrigeration(英制) |
|
≡ 2240 lb × iceIT / 24 h: iceIT = 144°F × 2326 J/kg.°F
|
≈ 3.938 875×103 W
| ton of refrigeration (IT) |
|
≡ 200 lbs × iceIT / 24 h: iceIT = 144° × 2326 J/kg.°F
|
≈ 3.516 853×103 W
| watt (SI unit) |
W
|
The power which in one second of time gives rise to one joule of energy.[25] |
= 1 W = 1 J/s = 1 N·m/s = 1 kg·m2/s3 | Action
Action
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
atomic unit of action |
au
|
≡ ℏ ≡ ℎ/2π
|
≈ 1.054 571 68×10−34 J·s
Dynamic 黏度
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
pascal second (SI unit) |
Pa·s
|
≡ N·s/m2, kg/(m·s)
|
= 1 Pa·s
| poise (cgs unit) |
P
|
≡ 1 barye·s
|
= 0.1 Pa·s
| pound per foot hour |
lb/(ft·h)
|
≡ 1 lb/(ft·h)
|
≈ 4.133 789×10-4 Pa·s
| pound per foot second |
lb/(ft·s)
|
≡ 1 lb/(ft·s)
|
≈ 7000148816400000000♠1.488164 Pa·s
| pound-force second per square foot |
lbf·s/ft2 |
≡ 1 lbf·s/ft2 |
≈ 7001478802600000000♠47.88026 Pa·s
| pound-force second per square inch |
lbf·s/in2 |
≡ 1 lbf·s/in2 |
≈ 7003689475700000000♠6894.757 Pa·s
| Kinematic 黏度
Kinematic 黏度
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
square foot per second |
ft2/s
|
≡ 1 ft2/s
|
= 6998929030400000000♠0.09290304 m2/s
| square metre per second (SI unit) |
m2/s
|
≡ 1 m2/s
|
= 1 m2/s
| stokes (cgs unit) |
St
|
≡ 10−4 m2/s
|
= 10−4 m2/s
| 电流
电流
单位名称
|
符号
|
定义
|
与SI单位的关系
|
---|
ampere (SI base unit) |
A
|
≡ The constant current needed to produce a force of 2 ×10-7 newton per metre between two straight parallel conductors of infinite length and negligible circular cross-section placed one metre apart in a vacuum.[8] |
= 1 A
| electromagnetic unit; abampere (cgs unit) |
abamp
|
≡ 10 A
|
= 10 A
| esu per second; statampere (cgs unit) |
esu/s
|
≡ (0.1 A·m/s) / c
|
≈ 6990333564100000000♠3.335641×10−10 A
| Electric charge
Electric dipole
Electric dipole
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
atomic unit of electric dipole moment |
ea0
|
|
≈ 8.478 352 81×10-30 C·m[29] | coulomb meter |
C·m
|
|
= 1 C · 1 m
| debye |
D
|
= 10−10 esu·Å
|
= 3.33564095×10-30 C·m
Voltage, electromotive force
Name of unit
|
符號
|
Definition
|
Relation to SI units
|
---|
abvolt (cgs unit) |
abV
|
≡ 1×10-8 V
|
= 1×10-8 V
| statvolt (cgs unit) |
statV
|
≡ c· (1 μJ/A·m)
|
= 299.792 458 V
| 伏特 (SI unit) |
V
|
The difference in electric potential across two points along a conducting wire carrying one ampere of constant current when the power dissipated between the points equals one watt.[25] |
= 1 V = 1 W/A = 1 kg·m2/(A·s3)
| Electrical resistance
Electrical resistance
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
ohm (SI unit) |
Ω
|
The resistance between two points in a conductor when one volt of electric potential difference, applied to these points, produces one ampere of current in the conductor.[25] |
= 1 Ω = 1 V/A = 1 kg·m2/(A2·s3)
| 电容Capacitance
Capacitor's ability to store charge
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
farad (SI unit)
|
F
|
The capacitance between two parallel plates that results in one volt of potential difference when charged by one coulomb of electricity.[25] |
= 1 F = 1 C/V = 1 A2·s4/(kg·m2)
| Magnetic flux
magnetic flux
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
maxwell (CGS unit)
|
Mx
|
≡ 10−8 Wb[31] |
= 1×10-8 Wb
| weber (SI unit)
|
Wb
|
Magnetic flux which, linking a circuit of one turn, would produce in it an electromotive force of 1 volt if it were reduced to zero at a uniform rate in 1 second.[25] |
= 1 Wb = 1 V·s = 1 kg·m2/(A·s2)
| Magnetic flux density
What physicists call Magnetic field is called Magnetic flux density by electrical engineers and magnetic induction by applied mathematicians and electrical engineers.
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
gauss (CGS unit) |
G
|
≡ Mx/cm2 = 10−4 T
|
= 1×10-4 T [32] | tesla (SI unit) |
T
|
≡ Wb/m2
|
= 1 T = 1 Wb/m2 = 1 kg/(A·s2)
| Inductance
Inductance
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
henry (SI unit) |
H
|
The inductance of a closed circuit that produces one volt of electromotive force when the current in the circuit varies at a uniform rate of one ampere per second.[25] |
= 1 H = 1 Wb/A = 1 kg·m2/(A·s)2
| 溫度
溫度
單位名稱
|
符號
|
定義
|
與SI單位的關係
|
---|
攝氏溫標 Celsius |
°C
|
°C ≡ K
|
[K] ≡ [°C]
| degree Delisle |
°De
|
|
[K] = 373.15 − [°De]
| 華氏溫標 Fahrenheit |
°F
|
°F ≡ °C
|
[K] ≡ ([°F] + 459.67)
| 牛頓溫標 Newton |
°N
|
|
[K] = [°N]
| 蘭金溫標 Rankine |
°R;
|
°R ≡ K
|
[K] ≡ [°R]
| 列氏溫標 Réaumur |
°Ré
|
|
[K] = [°Ré]
| 羅氏溫標 Rømer |
°Rø
|
|
[K] = ([°Rø] − 7.5)
| Regulo Gas Mark |
GM;
|
°F ≡ GM
|
[K] ≡ [GM]
| 開氏溫標 Kelvin(國際標準單位) |
K
|
≡ 1/273.16 of the thermodynamic temperature of the triple point of water.[8] |
≡ 1 K
| Information entropy
Information entropy
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
Relation to bits
|
---|
SI unit |
J/K
|
≡ J/K
|
= 1 J/K
|
| nat; nip; nepit |
nat
|
≡ kB
|
= 1.380 650 5(23)×10-23 J/K
|
| bit; shannon |
bit; b; Sh
|
≡ ln(2) × kB
|
= 9.569 940 (16)×10-24 J/K
|
= 1 bit
| ban; hartley |
ban; Hart
|
≡ ln(10) × kB
|
= 3.179 065 3(53)×10-23 J/K
|
| nibble |
|
≡ 4 bits
|
= 3.827 976 0(64)×10-23 J/K
|
= 22 bit
| byte |
B
|
≡ 8 bits
|
= 7.655 952 (13)×10-23 J/K
|
= 23 bit
| 千字节(十进制) |
kB
|
≡ 1 000 B
|
= 7.655 952 (13)×10-20 J/K
|
= 8×103 bit = 8000 bit
| kibibyte |
KB; KiB
|
≡ 1 024 B
|
= 7.839 695 (13)×10-20 J/K
|
= 213 bit = 8192 bit
| Often, information entropy is measured in shannons, whereas the (discrete) storage space of digital devices is measured in bits. Thus, uncompressed redundant data occupy more than one bit of storage per shannon of information entropy. The multiples of a bit listed above are usually used with this meaning. Other times the bit is used as a measure of information entropy and is thus a synonym of shannon.
Luminous intensity
The candela is the preferred nomenclature for the SI unit.
Luminous intensity
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
candela (SI base unit); candle
|
cd
|
The luminous intensity, in a given direction, of a source that emits monochromatic radiation of frequency 540×1012 hertz and that has a radiant intensity in that direction of 1/683 watt per steradian.[8] |
= 1 cd
| candlepower (new)
|
cp
|
≡ cd The use of candlepower as a unit is discouraged due to its ambiguity.
|
= 1 cd
| candlepower (old, pre-1948)
|
cp
|
Varies and is poorly reproducible.[33] Approximately 0.981 cd.[14] |
≈ 0.981 cd
| Luminance
Luminance
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
candela per square foot
|
cd/ft2 |
≡ cd/ft2 |
≈ 7001107639104170000♠10.763910417 cd/m2
| candela per square inch
|
cd/in2 |
≡ cd/in2 |
≈ 7003155000310000000♠1550.0031 cd/m2
| candela per square metre (SI unit); nit (deprecated[14])
|
cd/m2 |
≡ cd/m2 |
= 1 cd/m2 | footlambert
|
fL
|
≡ (1/π) cd/ft2 |
≈ 7000342625909960000♠3.4262590996 cd/m2
| lambert
|
L
|
≡ (104/π) cd/m2 |
≈ 7003318309886180000♠3183.0988618 cd/m2
| stilb (CGS unit)
|
sb
|
≡ 104 cd/m2 |
≈ 1×104 cd/m2 | Luminous flux
Luminous flux
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
lumen (SI unit)
|
lm
|
≡ cd·sr
|
= 1 lm = 1 cd·sr
| Illuminance
Illuminance
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
footcandle; lumen per square foot
|
fc
|
≡ lm/ft2 |
= 7001107639104170000♠10.763910417 lx
| lumen per square inch
|
lm/in2 |
≡ lm/in2 |
≈ 7003155000310000000♠1550.0031 lx
| lux (SI unit)
|
lx
|
≡ lm/m2 |
= 1 lx = 1 lm/m2 | phot (CGS unit)
|
ph
|
≡ lm/cm2 |
= 1×104 lx
| Radiation - source activity
Radioactivity
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
becquerel (SI unit) |
Bq
|
≡ Number of disintegrations per second
|
= 1 Bq = 1/s
| curie |
Ci
|
≡ 3.7×1010 Bq
|
= 3.7×1010 Bq [34] | rutherford(H) |
rd
|
≡ 1 MBq
|
= 1×106 Bq
| Please note that although becquerel (Bq) and hertz (Hz) both ultimately refer to the same SI base unit (s−1), Hz is used only for periodic phenomena, and Bq is only used for stochastic processes associated with radioactivity.[35]
Radiation - exposure
Radiation - exposure
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
roentgen |
R
|
1 R ≡ 2.58×10-4 C/kg[31] |
= 2.58×10-4 C/kg
| The roentgen is not an SI unit and the NIST strongly discourages its continued use.[36]
Radiation - absorbed dose
Radiation - absorbed dose
Name of unit
|
Symbol
|
Definition
|
Relation to SI units
|
---|
gray (SI unit) |
Gy
|
≡ 1 J/kg = 1 m2/s2 [37] |
= 1 Gy
| rad |
rad
|
≡ 0.01 Gy[31] |
= 0.01 Gy
| Radiation - equivalent dose
Although the definitions for sievert (Sv) and gray (Gy) would seem to indicate that they measure the same quantities, this is not the case. The effect of receiving a certain dose of radiation (given as Gy) is variable and depends on many factors, thus a new unit was needed to denote the biological effectiveness of that dose on the body; this is known as the equivalent dose and is shown in Sv. The general relationship between absorbed dose and equivalent dose can be represented as
- H = Q · D
where H is the equivalent dose, D is the absorbed dose, and Q is a dimensionless quality factor. Thus, for any quantity of D measured in Gy, the numerical value for H measured in Sv may be different.[38]
Software tools
Home and office computers come with converters in bundled spreadsheet applications or can access free converters via the Internet. Units and measurements can be easily converted using these tools, but only if the units are explicitly defined and the conversion is compatible (e.g., cmHg to kPa).
General commercial sources of converters
In fiction
When a measure is converted to another unit in a fiction work like a novel or film, the value often loses meaning (as in numerology) or gets too many significant digits ("40 miles" turns into "64 km"). For this reason, authors sometimes choose numbers that can be converted easily. Most notably, distances measured in miles often begin with 3 or 5, so the value ghjcfugffyhfdfgjvcgconverted to km also has one significant digit (5 or 8).
参见参考资料
- ^ http://www.nature.com/news/the-astronomical-unit-gets-fixed-1.11416
- ^ "NIST Reference on Constants, Units, and Uncertainty." 页面存档备份,存于互联网档案馆(2006). National Institute of Standards and Technology. Retrieved February 22, 2008.
- ^ 3.0 3.1 National Institute of Standards and Technology General Tables of Units of Measurement. [2012-10-20]. (原始内容存档于2011-12-10).
- ^ 4.00 4.01 4.02 4.03 4.04 4.05 4.06 4.07 4.08 4.09 4.10 4.11 4.12 4.13 Lide, D. (Ed.). (1990). Handbook of Chemistry and Physics (71st ed). Boca Raton, FL: CRC Press. Section 1.
- ^ 5.0 5.1 National Bureau of Standards. (June 30, 1959). Refinement of values for the yard and the pound. Federal Register, viewed September 20, 2006 at National Geodetic Survey web site 页面存档备份,存于互联网档案馆.
- ^ The International Astronomical Union and Astronomical Units. [2012-10-20]. (原始内容存档于2009-10-22).
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- ^ International System of Units, 页面存档备份,存于互联网档案馆 8th ed. (2006), Bureau International des Poids et Mesures, Section 4.1 Table 8.
- ^ P. Kenneth Seidelmann, Ed. (1992). Explanatory Supplement to the Astronomical Almanac. Sausalito, CA: University Science Books. p. 716 and s.v. parsec in Glossary.
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- ^ 12.0 12.1 De Vinne, Theodore Low (1900). The practice of typography: a treatise on the processes of type-making, the point system, the names, sizes, styles and prices of plain printing types 2nd ed. New York: The Century Co. p. 142–150.
- ^ Pasko, Wesley Washington (1894). American dictionary of printing and bookmaking. (1894). New York: Howard Lockwood. p. 521.
- ^ 14.0 14.1 14.2 14.3 14.4 14.5 Rowlett, Russ, How Many? A Dictionary of Units of Measurement, 2005 [2012-10-20], (原始内容存档于2018-10-06)
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- ^ 16.0 16.1 16.2 16.3 16.4 US Code of Federal Regulations, Title 21, Section 101.9, Paragraph (b)(5)(viii), [August 29, 2009], (原始内容存档于2009年8月13日)
- ^ Barry N. Taylor, Ed.,NIST Special Publication 330: The International System of Units (SI) 页面存档备份,存于互联网档案馆 (2001 Edition), Washington: US Government Printing Office, 43,"The 12th Conference Generale des Poids et Mesures (CGPM)…declares that the word “litre” may be employed as a special name for the cubic decimetre".
- ^ CODATA Value: atomic uint of mass. (2006). National Institute of Standards and Technology. Retrieved 16 September 2008.
- ^ The Swiss Federal Office for Metrology gives Zentner on a German language web page 存档副本. [2006-10-09]. (原始内容存档于2006-09-28). and quintal on the English translation of that page 存档副本. [2006-10-09]. (原始内容存档于2001-03-09). ; the unit is marked "spécifiquement suisse !"
- ^ 20.0 20.1 Pedersen O. (1983). "Glossary" in Coyne, G., Hoskin, M., and Pedersen, O. Gregorian Reform of the Calendar: Proceedings of the Vatican Conference to Commemorate its 400th Anniversary. Vatican Observatory. Available from Astrophysics Data System.
- ^ Richards, E.G., Mapping Time, Oxford University Press: 94–95, 1998, ISBN 0-19-850413-6
- ^ Steel, Duncan, Marking Time, John Wiley & Sons: 46, 2000, ISBN 0-471-29827-1
- ^ Tom Benson. (2010.) "Mach Number" 页面存档备份,存于互联网档案馆 in Beginner's Guide to Aeronautics. NASA.
- ^ CODATA Value: atomic unit of force 页面存档备份,存于互联网档案馆. (2006). National Institute of Standards and Technology. Retrieved September 14, 2008.
- ^ 25.0 25.1 25.2 25.3 25.4 25.5 25.6 25.7 25.8 Comité International des Poids et Mesures, Resolution 2, 1946 [August 26, 2009], (原始内容存档于2008-07-25)
- ^ 26.00 26.01 26.02 26.03 26.04 26.05 26.06 26.07 26.08 26.09 26.10 26.11 26.12 26.13 26.14 26.15 Barry N. Taylor, (April 1 995), Guide for the Use of the International System of Units (SI) 页面存档备份,存于互联网档案馆 (NIST Special Publication 811), Washington, DC: US Government Printing Office, pp. 57–68.
- ^ Barry N. Taylor, (April 1995), Guide for the Use of the International System of Units (SI) (NIST Special Publication 811), Washington, DC: US Government Printing Office, p. 5.
- ^ International System of Units, 页面存档备份,存于互联网档案馆 8th ed. (2006), Bureau International des Poids et Mesures, Section 4.1 Table 7.
- ^ The NIST Reference on Constants, Units, and Uncertainty, 2006 [August 26, 2009]
- ^ Robert G. Mortimer Physical chemistry,Academic Press, 2000 ISBN 0-12-508345-9, page 677
- ^ 31.0 31.1 31.2 NIST Guide to SI Units, Appendix B.9, [August 27, 2009], (原始内容存档于2016-01-27)
- ^ Standard for the Use of the International System of Units (SI): The Modern Metric System IEEE/ASTM SI 10-1997. (1997). New York and West Conshohocken, PA: Institute of Electrical and Electronics Engineers and American Society for Testing and Materials. Tables A.1 through A.5.
- ^ The NIST Reference on Constants, Units, and Uncertainty, [August 28, 2009], (原始内容存档于2013-12-16)
- ^ Ambler Thompson & Barry N. Taylor. (2008). Guide for the Use of the International System of Units (SI). 页面存档备份,存于互联网档案馆 Special Publication 811. Gaithersburg, MD: National Institute of Standards and Technology. p. 10.
- ^ 35.0 35.1 The International System of Units, Section 2.2.2., Table 3 8, Bureau International des Poids et Mesures, 2006 [August 27, 2009], (原始内容存档于2007年6月18日)
- ^ The NIST Guide to the SI (Special Publication 811), section 5.2, 2008 [August 27, 2009], (原始内容存档于2008-06-12)
- ^ Ambler Thompson & Barry N. Taylor. (2008). Guide for the Use of the International System of Units (SI). 页面存档备份,存于互联网档案馆 Special Publication 811. Gaithersburg, MD: National Institute of Standards and Technology. p. 5.
- ^ Comité international des poids et mesures, 2002, Recommendation 2, [August 27, 2009]
- Notes
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