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 e d d d  Z Z e d d d  Z Z e d d d  Z e d d d  Z Z e d d d  Z Z e d d d  Z Z e d Z d e d Z e e Z Z e e d Z Z d  e Z Z e e Z Z e e e d Z  Z! e! e Z" Z# e# e Z$ Z% e! e d Z& Z' e' e Z( Z) e# e Z* Z+ e# e Z, Z- e+ e Z. d  e. Z/ Z0 e e. Z1 Z2 e- e Z3 Z4 e- e d Z5 Z6 e i7 d! e8 e9 d" d#  e: e d$  d% e8 e9 d& d'  e; e e d( d) d* e8 e9 d+ d#  e< e e d,   e i7 d- e8 d  e i= e i> d.  d/ e i?  d0 S(1   s2  The SI units.

See also units.py for a huge bestiary of other units; and
        http://physics.nist.gov/cuu/Units/current.html
        http://www.bipm.org/en/si/si_brochure/
for definitive sources of information about units.

Note that Quantity equips certain kinds of quantity with extra attributes:
time.light, mass.weight or mass.force, trigonometric attributes for angles,
their inverses and a few relatives for scalars, Centigrade and Fahrenheit
equivalents for temperatures.  See quantity.py for details.

$Id: SI.py,v 1.14 2007/03/24 16:53:35 eddy Exp $
(   t   *t   st   seconds   The SI base unit of time.

9192631770 periods of the radiation corresponding to the transition between
the two hyperfine levels of the ground state of the caesium-133 atom.t   mt   metres   The SI base unit of length.

The length of the path travelled by light in vacuum during a time interval of
1/299792458 of a second. t   kgt
   kilogrammes   The SI base unit of mass.

The mass of the *International Prototype* kilogramme (a platinum-iridium
cylinder) kept in the Bureau International des Poids et Mesures (BIPM),
S&egrave;vres, Paris.t   At   Amperes-  The SI base unit of electric current.

That constant current which, if maintained in two parallel rectilinear
conductors, of immense length and negligible circular cross-section, placed 1
metre apart in a vacuum, would produce a force between these conductors equal to
2e-7 newton per meter of length.t   Kt   Kelvins   The SI base unit of temperature.

The fraction 1/273.16 (exactly) of the thermodynamic temperature at the triple
point of water. t   molt   MolesA  The SI base unit of `amount of substance'.

The amount of substance which contains as many elementary units as there are
atoms in 12e-3 kilogrammes (exactly) of pure carbon-12.  The elementary unit
must be specified and may be atom, molecule, ion, radical, electron, photon
<I>etc</I>. or collection of elementary units. t   cdt   Candelas  The SI base unit of luminous intensity.

The luminous intensity, in a given direction, of a source that emits
monochromatic radiation of frequency 540e12 Hz and that has a radiant intensity
in that direction of 1/683 W/sr.

[540 tera Hz light has a wavelength of 555 nm; the human eye's peak response is
to light with a wavelength of about 550 nm.  An older variant of the definition
specified the candela as the luminous intensity, in the perpendicular direction,
of a surface of 1/60 square centimetere of a black body at the freezing (or,
equivalently, melting) temperature of platinum under a pressure of 101325 Pascal
(i.e. 1 atmosphere).]t   radt   Radians   The SI supplementary unit of angle.

The angle subtended at the centre of a circle by an arc of the circumference
equal in length to the radius of the circle.t   srt	   Steradians   The SI supplementary unit of solid angle.

The unit of solid angle is the solid angle subtended at the center of a sphere
of radius r by a portion of the surface of the sphere having area r*r.i   i
   i   i   t   Avogadrof602.20450000000005f0.0030000000000000001s   Avogadro's numbert   chargef96.484560000000002f0.00027t   docs   Faraday's Constant

This is the charge per mole of protons; it is the charge transferred when
electrolysis liberates some univalent electrolyte, per mole liberated.
t   volumef22.413599999999999s   Molar volume of an ideal gas at STP.

At standard temperature (zero Centigrade, 273.15 Kelvin) and pressure (one
atomosphere), one mole of any ideal gas will have a volume of 22.4136 litres.
Compare particle.Nucleon.amuk and mol.Loschmidt.
t	   Loschmidts  Loschmidt's number (gently rescaled).

Loschmidt's name is normally associated with the number of molecules (or atoms,
as appropriate) in one cubic centimetre of ideal gas under standard conditions;
however, since that makes it really a number per unit volume, I've gently
abridged the standard definition to give the number density of molecules (or
atoms); multiply this by cm**3 to get the orthodox number. t   FaradayN(@   t   __doc__t   quantityt	   base_unitR   t   secR   R   R   R   t   kilogramR   R   R   R	   R
   R   R   t   candelaR   t   radianR   t	   steradiant   steret   aret   lmt   lument   lxt   luxt   Hzt   Hertzt   Ct   Coulombt   Nt   Newtont   Jt   Joulet   Wt   Wattt   Pat   Pascalt   Pt   poiset   Vt   Voltt   Wbt   Webert   Ohmt   St   Siemenst   Ft   Faradt   Ht   Henryt   Tt   Teslat   alsot   Quantityt   samplet   zettat   kilot   milliR   R   R   (4   R=   R   R   R5   R(   R   R   R1   R   R"   R!   R8   R'   R7   R&   R
   R#   R2   R;   R   R    R$   R0   R.   R%   R   R)   R*   R<   R>   R	   R-   R4   R+   R3   R:   R@   R/   R   R   R9   R   RA   R   R,   R   R   R6   R   R   R?   R   (    (    t$   /home/eddy/.sys/py/study/value/SI.pyt   ?   s\   										
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