OTHER LIGHT MESONS
INSPIRE search

Further States

This section contains states observed by a single group or states poorly established that thus need confirmation. QUANTUM NUMBERS, MASSES, WIDTHS, AND BRANCHING RATIOS
$\mathbf {{{\mathit X}{(360)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{?+})$
$\mathbf {{{\mathit X}{(1070)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(0{}^{++})$
$\mathbf {{{\mathit X}{(1110)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(even{}^{++})$
$\mathbf {{{\mathit f}_{{0}}{(1200-1600)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$
$\mathbf {{{\mathit X}{(1420)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 2{}^{+}(0{}^{++})$
$\mathbf {{{\mathit X}{(1545)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{++})$
$\mathbf {{{\mathit X}{(1575)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$
$\mathbf {{{\mathit X}{(1600)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 2{}^{+}(2{}^{++})$
$\mathbf {{{\mathit X}{(1650)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(?{}^{?-})$
$\mathbf {{{\mathit X}{(1730)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{?+})$
$\mathbf {{{\mathit X}{(1750)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$
$\mathbf {B( {{\mathit X}{(1750)}} \rightarrow {{\overline{\mathit K}}^{*}{(892)}^{0}} {{\mathit K}^{0}} \rightarrow {{\mathit K}^{\pm}} {{\mathit \pi}^{\mp}} {{\mathit K}_S^0} )/B( {{\mathit X}{(1750)}} \rightarrow {{\mathit K}^{+}} {{\mathit K}^{-}} )}$
$\mathbf {B( {{\mathit X}{(1750)}} \rightarrow {{\mathit K}^{*}{(892)}^{\pm}} {{\mathit K}^{\mp}} \rightarrow {{\mathit K}_S^0} {{\mathit \pi}^{\pm}} {{\mathit K}^{\mp}} )/B( {{\mathit X}{(1750)}} \rightarrow {{\mathit K}^{+}} {{\mathit K}^{-}} )}$
$\mathbf {{{\mathit f}_{{2}}{(1750)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$
$\mathbf { \Gamma\mathrm {( {{\mathit K}} {{\overline{\mathit K}}} )} }$
$\mathbf { \Gamma\mathrm {( {{\mathit \gamma}} {{\mathit \gamma}} )} }$
$\mathbf { \Gamma\mathrm {( {{\mathit \pi}} {{\mathit \pi}} )} }$
$\mathbf { \Gamma\mathrm {( {{\mathit \eta}} {{\mathit \eta}} )} }$
$\mathbf {{{\mathit X}{(1775)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(?{}^{-+})$
$\mathbf {{{\mathit f}_{{0}}{(1800)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$
$\mathbf {{{\mathit X}}(1850 - 3100)}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$
$\mathbf {{{\mathit X}{(1855)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(1870)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(2{}^{??})$
$\mathbf {{{\mathit a}_{{3}}{(1875)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$
$\mathbf {B( {{\mathit a}_{{3}}{(1875)}} \rightarrow {{\mathit f}_{{2}}{(1270)}} {{\mathit \pi}} )/B( {{\mathit a}_{{3}}{(1875)}} \rightarrow {{\mathit \rho}} {{\mathit \pi}} )}$
$\mathbf {B( {{\mathit a}_{{3}}{(1875)}} \rightarrow {{\mathit \rho}_{{3}}{(1690)}} {{\mathit \pi}} )/B( {{\mathit a}_{{3}}{(1875)}} \rightarrow {{\mathit \rho}} {{\mathit \pi}} )}$
$\mathbf {{{\mathit a}_{{1}}{(1930)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$
$\mathbf {{{\mathit X}{(1935)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(1{}^{-?})$
$\mathbf {{{\mathit \rho}_{{2}}{(1940)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(2{}^{--})$
$\mathbf {{{\mathit \omega}_{{3}}{(1945)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$
$\mathbf {{{\mathit a}_{{2}}{(1950)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$
$\mathbf {{{\mathit \omega}{(1960)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$
$\mathbf {{{\mathit b}_{{1}}{(1960)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(1{}^{+-})$
$\mathbf {{{\mathit h}_{{1}}{(1965)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$
$\mathbf {{{\mathit f}_{{1}}{(1970)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(1{}^{++})$
$\mathbf {{{\mathit X}{(1970)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(1975)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit \omega}_{{2}}{(1975)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(2{}^{--})$
$\mathbf {{{\mathit a}_{{2}}{(1990)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$
$\mathbf {\Gamma\mathrm {( {{\mathit \gamma}} {{\mathit \gamma}} )} \Gamma\mathrm {( {{\mathit \pi}^{+}} {{\mathit \pi}^{-}} {{\mathit \pi}^{0}} )} / \Gamma\mathrm {(total)}}$
$\mathbf {{{\mathit \rho}{(2000)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(1{}^{--})$
$\mathbf {{{\mathit f}_{{2}}{(2000)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$
$\mathbf {{{\mathit X}{(2000)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(?{}^{?+})$
$\mathbf {{{\mathit X}{(2000)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(4{}^{++})$
$\mathbf {{{\mathit \pi}_{{2}}{(2005)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{-+})$
$\mathbf {{{\mathit \eta}{(2010)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$
$\mathbf {{{\mathit \pi}_{{1}}{(2015)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(1{}^{-+})$
$\mathbf {{{\mathit a}_{{0}}{(2020)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(0{}^{++})$
$\mathbf {{{\mathit X}{(2020)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit h}_{{3}}{(2025)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(3{}^{+-})$
$\mathbf {{{\mathit b}_{{3}}{(2030)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(3{}^{+-})$
$\mathbf {{{\mathit a}_{{2}}{(2030)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$
$\mathbf {{{\mathit a}_{{3}}{(2030)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$
$\mathbf {{{\mathit \eta}_{{2}}{(2030)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{-+})$
$\mathbf {B( {{\mathit a}_{{2}}} {{\mathit \pi}} )_{\mathit L=0}/B( {{\mathit a}_{{2}}} {{\mathit \pi}} )_{\mathit L=2}}$
$\mathbf {B( {{\mathit a}_{{0}}} {{\mathit \pi}} )/B( {{\mathit a}_{{2}}} {{\mathit \pi}} )_{\mathit L=2}}$
$\mathbf {B( {{\mathit f}_{{2}}} {{\mathit \eta}} )/B( {{\mathit a}_{{2}}} {{\mathit \pi}} )_{\mathit L=2}}$
$\mathbf {{{\mathit f}_{{3}}{(2050)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(3{}^{++})$
$\mathbf {{{\mathit f}_{{0}}{(2060)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$
$\mathbf {{{\mathit \pi}{(2070)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(0{}^{-+})$
$\mathbf {{{\mathit X}{(2075)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(2080)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(2080)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(3{}^{-?})$
$\mathbf {{{\mathit a}_{{1}}{(2095)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$
$\mathbf {B( {{\mathit a}_{{1}}{(2095)}} \rightarrow {{\mathit f}_{{1}}{(1285)}} {{\mathit \pi}} ) / B( {{\mathit a}_{{1}}{(2095)}} \rightarrow {{\mathit a}_{{1}}{(1260)}} )}$
$\mathbf {{{\mathit \eta}{(2100)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$
$\mathbf {{{\mathit X}{(2100)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(0{}^{??})$
$\mathbf {{{\mathit X}{(2110)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(3{}^{-?})$
$\mathbf {{{\mathit f}_{{2}}{(2140)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$
$\mathbf {{{\mathit X}{(2150)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(2{}^{+?})$
$\mathbf {{{\mathit a}_{{2}}{(2175)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$
$\mathbf {{{\mathit \eta}{(2190)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$
$\mathbf {{{\mathit \omega}_{{2}}{(2195)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(2{}^{--})$
$\mathbf {{{\mathit \omega}{(2205)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$
$\mathbf {{{\mathit X}{(2210)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(2210)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit h}_{{1}}{(2215)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$
$\mathbf {{{\mathit \rho}_{{2}}{(2225)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(2{}^{--})$
$\mathbf {{{\mathit \rho}_{{4}}{(2230)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(4{}^{--})$
$\mathbf {{{\mathit b}_{{1}}{(2240)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(1{}^{+-})$
$\mathbf {{{\mathit f}_{{2}}{(2240)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$
$\mathbf {{{\mathit b}_{{3}}{(2245)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(3{}^{+-})$
$\mathbf {{{\mathit \eta}_{{2}}{(2250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{-+})$
$\mathbf {{{\mathit \pi}_{{4}}{(2250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(4{}^{-+})$
$\mathbf {{{\mathit \omega}_{{4}}{(2250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(4{}^{--})$
$\mathbf {{{\mathit \omega}_{{5}}{(2250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(5{}^{--})$
$\mathbf {{{\mathit \omega}_{{3}}{(2255)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$
$\mathbf {{{\mathit a}_{{4}}{(2255)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(4{}^{++})$
$\mathbf {{{\mathit a}_{{2}}{(2255)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$
$\mathbf {{{\mathit X}{(2260)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(4{}^{+?})$
$\mathbf {{{\mathit \rho}{(2270)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{+}(1{}^{--})$
$\mathbf {{{\mathit a}_{{1}}{(2270)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$
$\mathbf {{{\mathit h}_{{3}}{(2275)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(3{}^{+-})$
$\mathbf {{{\mathit a}_{{3}}{(2275)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$
$\mathbf {{{\mathit \pi}_{{2}}{(2285)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(2{}^{-+})$
$\mathbf {{{\mathit \omega}_{{3}}{(2285)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$
$\mathbf {{{\mathit \omega}{(2290)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$
$\mathbf {{{\mathit f}_{{2}}{(2295)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$
$\mathbf {{{\mathit f}_{{3}}{(2300)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(3{}^{++})$
$\mathbf {{{\mathit f}_{{1}}{(2310)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(1{}^{++})$
$\mathbf {{{\mathit \eta}{(2320)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$
$\mathbf {{{\mathit \eta}_{{4}}{(2330)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(4{}^{-+})$
$\mathbf {{{\mathit \omega}{(2330)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$
$\mathbf {{{\mathit X}{(2340)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit \pi}{(2360)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 1{}^{-}(0{}^{-+})$
$\mathbf {{{\mathit X}{(2360)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(4{}^{+?})$
$\mathbf {{{\mathit X}{(2440)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(5{}^{-?})$
$\mathbf {{{\mathit X}{(2540)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$
$\mathbf { \Gamma\mathrm {( {{\mathit \gamma}} {{\mathit \gamma}} )} {\times } B( {{\mathit K}} {{\overline{\mathit K}}} ) }$
$\mathbf {{{\mathit X}{(2632)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {B( {{\mathit X}{(2632)}} \rightarrow {{\mathit D}^{0}} {{\mathit K}^{+}} )/B( {{\mathit X}{(2632)}} \rightarrow {{\mathit D}_{{s}}^{+}} {{\mathit \eta}} )}$
$\mathbf {{{\mathit X}{(2680)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$
$\mathbf {{{\mathit X}{(2710)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(6{}^{+?})$
$\mathbf {{{\mathit X}{(2750)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(7{}^{-?})$
$\mathbf {{{\mathit f}_{{6}}{(3100)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = 0{}^{+}(6{}^{++})$
$\mathbf {{{\mathit X}{(3250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$ 3-Body Decays
$\mathbf {{{\mathit X}{(3250)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$ 4-Body Decays
$\mathbf {{{\mathit X}{(3350)}}}$ $\mathit I\mathit G(\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$