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README.rst

hepunits: units and constants in the HEP system of units

hepunits collects the most commonly used units and constants in the HEP System of Units, as derived from the basic units originally defined by the CLHEP project, which are not the same as the SI system of units:

Quantity Name Unit
Length millimeter mm
Time nanosecond ns
Energy Mega electron Volt MeV
Positron charge eplus  
Temperature kelvin K
Amount of substance mole mol
Luminous intensity candela cd
Plane angle radian rad
Solid angle steradian sr

It is largely based on the international system of units (SI)

Quantity Name Unit
Length meter m
Time second s
Mass kilogram kg
Electric current ampere A
Temperature kelvin K
Amount of substance mole mol
Luminous intensity candela cd

but augments it with handy definitions, changing the basic length and time units.

Installation

Install hepunits like any other Python package:

pip install hepunits

or similar (use --user, virtualenv, etc. if you wish).

Getting started

The module hepunits.constants contains 2 sorts of constants: physical constants and commonly used constants.

The typical usage is the following:

>>> from hepunits.constants import c_light
>>> from hepunits.units     import picosecond, micrometer
>>> tau_Bs = 1.5 * picosecond    # a particle lifetime, say the Bs meson's
>>> ctau_Bs = c_light * tau_Bs   # ctau of the particle, ~450 microns
>>> print ctau_Bs                # result in HEP units, so mm
0.449688687
>>> print ctau_Bs / micrometer   # result in micrometers
449.688687

Typical usage of the hepunits.units module:

>>> # add two quantities with length units and get the result in meters
>>> from hepunits import units as u
>>> (1 * u.meter + 5 * u.cm) / u.meter
1.05
>>> # the default result is, of course, in HEP units, so mm
>>> 1 * u.meter + 5 * u.cm
1050.0
>>> from hepunits.units import MeV, GeV
>>> massWindow = 100 * MeV    # define a 100 MeV mass window
>>> def energy_resolution():
...    # returns the energy resolution of 100 MeV
...    return 100 * MeV
...
>>> energy_resolution() / GeV # get the energy resolution in GeV
0.1
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