Table B10. Partial widths of 1D2 $\pi_2$ and $\eta_2$ states (MeV).
Mode $\pi_2(1670)$ Mode $\eta_2(1645)$
(1S)2
$\rho \, \pi$ 118. $\rho \, \rho$ 33.
$\omega \, \rho $ 41. $\omega \, \omega $ 8.
(2S)(1S)
$\rho(1465)\, \pi$ 0.    
(1P)(1S)
$b_1(1231)\, \pi$ 0.    
$f_0(1300)\, \pi$ 0. $a_0(1450)\, \pi$ 0.
$f_1(1282)\, \pi$ 1. $a_1(1230)\, \pi$ 5.
$f_2(1275)\, \pi$ 75. $a_2(1318)\, \pi$ 189.
(1S)2 strange
${\rm K}^*\, {\rm K}$ 30.   26.
total
$\sum_i \Gamma_i $ 250.   261.
$\Gamma_{expt}$ 258(18)   $180{+ 40 \atop -21} (25)$


 

Louie Cecil Elliott
1998-07-30