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In [[particle physics]], the '''pion decay constant''' is the [[square root]] of the coefficient in front of the [[kinetic term]] for the [[pion]] in the [[chiral perturbation theory|low-energy effective action]]. It is dimensionally an [[energy scale]] and it determines the strength of the [[chiral symmetry breaking]]. The values are:
:<math>f_{\pi^{\pm}} = 130.41 \pm 0.03 \pm 0.20~\mbox{MeV}</math>
:<math>f_{\pi^{0}} = 130 \pm 5~\mbox{MeV}</math>
 
Beware: There are several conventions which differ by powers of <math>\scriptstyle \sqrt{2}</math>.  The textbook by Weinberg uses the value 184 MeV.  The textbook by Peskin and Schroeder uses the value 93 MeV.
 
== References ==
 
# [http://stacks.iop.org/JPhysG/33/1 Particle Data Group: W.-M. Yao ''et al.'', J. Phys. G 33, 1 (2006).]
# {{cite book | author=Griffiths, David J. | title=Introduction to Elementary Particles | publisher=Wiley, John & Sons, Inc | year=1987 | isbn=0-471-60386-4}}
# [http://pdg.lbl.gov/2012/reviews/rpp2012-rev-pseudoscalar-meson-decay-cons.pdf Particle Data Group: Decay constants of charged pseudoscalar mesons]
 
== External links ==
 
# [http://pdg.lbl.gov Particle Data Group & WWW edition of ''Review of Particle Physics'']
 
[[Category:Quantum chromodynamics]]
 
 
{{particle-stub}}

Revision as of 16:36, 2 November 2013

In particle physics, the pion decay constant is the square root of the coefficient in front of the kinetic term for the pion in the low-energy effective action. It is dimensionally an energy scale and it determines the strength of the chiral symmetry breaking. The values are:

Beware: There are several conventions which differ by powers of . The textbook by Weinberg uses the value 184 MeV. The textbook by Peskin and Schroeder uses the value 93 MeV.

References

  1. Particle Data Group: W.-M. Yao et al., J. Phys. G 33, 1 (2006).
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  3. Particle Data Group: Decay constants of charged pseudoscalar mesons

External links

  1. Particle Data Group & WWW edition of Review of Particle Physics


Template:Particle-stub