用戶:Wenlongtian/粒子列表

粒子列表

介子列表

贗標介子${\boldsymbol {J^{PC}=0^{-+}}}$

	${\boldsymbol {\overline {u}}}$	${\boldsymbol {\overline {d}}}$	${\boldsymbol {\overline {s}}}$	${\boldsymbol {\overline {c}}}$	${\boldsymbol {\overline {b}}}$	${\boldsymbol {\overline {t}}}$
${\boldsymbol {u}}$	${\boldsymbol {\pi ^{0}\eta \eta '}}$ $({\boldsymbol {u{\overline {u}}}})$	${\boldsymbol {\pi ^{+}}}$ $({\boldsymbol {u{\overline {d}}}})$	${\boldsymbol {K^{+}}}$ $({\boldsymbol {u{\overline {s}}}})$	${\boldsymbol {{\overline {D}}^{0}}}$ $({\boldsymbol {u{\overline {c}}}})$	${\boldsymbol {B^{+}}}$ $({\boldsymbol {u{\overline {b}}}})$	${\boldsymbol {{\overline {T}}^{0}}}$ $({\boldsymbol {u{\overline {t}}}})$
${\boldsymbol {d}}$	${\boldsymbol {\pi ^{-}}}$ $({\boldsymbol {d{\overline {u}}}})$	${\boldsymbol {\pi ^{0}\eta \eta '}}$ $({\boldsymbol {d{\overline {d}}}})$	${\boldsymbol {K^{0}}}$ $({\boldsymbol {d{\overline {s}}}})$	${\boldsymbol {D^{-}}}$ $({\boldsymbol {d{\overline {c}}}})$	${\boldsymbol {B^{0}}}$ $({\boldsymbol {d{\overline {b}}}})$	${\boldsymbol {T^{-}}}$ $({\boldsymbol {d{\overline {t}}}})$
${\boldsymbol {s}}$	${\boldsymbol {K^{-}}}$ $({\boldsymbol {s{\overline {u}}}})$	${\boldsymbol {{\overline {K}}^{0}}}$ $({\boldsymbol {s{\overline {d}}}})$	${\boldsymbol {\eta \eta '}}$ $({\boldsymbol {s{\overline {s}}}})$	${\boldsymbol {D_{s}^{-}}}$ $({\boldsymbol {s{\overline {c}}}})$	${\boldsymbol {B_{s}^{0}}}$ $({\boldsymbol {s{\overline {b}}}})$	${\boldsymbol {T_{s}^{-}}}$ $({\boldsymbol {s{\overline {t}}}})$
${\boldsymbol {c}}$	${\boldsymbol {D^{0}}}$ $({\boldsymbol {c{\overline {u}}}})$	${\boldsymbol {D^{+}}}$ $({\boldsymbol {c{\overline {d}}}})$	${\boldsymbol {D_{s}^{+}}}$ $({\boldsymbol {c{\overline {s}}}})$	${\boldsymbol {\eta _{c}}}$ $({\boldsymbol {c{\overline {c}}}})$	${\boldsymbol {B_{c}^{+}}}$ $({\boldsymbol {c{\overline {b}}}})$	${\boldsymbol {{\overline {T}}_{c}^{0}}}$ $({\boldsymbol {c{\overline {t}}}})$
${\boldsymbol {b}}$	${\boldsymbol {B^{-}}}$ $({\boldsymbol {b{\overline {u}}}})$	${\boldsymbol {{\overline {B}}^{0}}}$ $({\boldsymbol {b{\overline {d}}}})$	${\boldsymbol {{\overline {B}}_{s}^{0}}}$ $({\boldsymbol {b{\overline {s}}}})$	${\boldsymbol {B_{c}^{-}}}$ $({\boldsymbol {b{\overline {c}}}})$	${\boldsymbol {\eta _{b}}}$ $({\boldsymbol {b{\overline {b}}}})$	${\boldsymbol {T_{b}^{-}}}$ $({\boldsymbol {b{\overline {t}}}})$
${\boldsymbol {t}}$	${\boldsymbol {T^{0}}}$ $({\boldsymbol {t{\overline {u}}}})$	${\boldsymbol {T^{+}}}$ $({\boldsymbol {t{\overline {d}}}})$	${\boldsymbol {T_{s}^{+}}}$ $({\boldsymbol {t{\overline {s}}}})$	${\boldsymbol {T_{c}^{0}}}$ $({\boldsymbol {t{\overline {c}}}})$	${\boldsymbol {T_{b}^{+}}}$ $({\boldsymbol {t{\overline {b}}}})$	${\boldsymbol {\eta _{t}}}$ $({\boldsymbol {t{\overline {t}}}})$

向量介子${\boldsymbol {J^{PC}=1^{--}}}$

	${\boldsymbol {\overline {u}}}$	${\boldsymbol {\overline {d}}}$	${\boldsymbol {\overline {s}}}$	${\boldsymbol {\overline {c}}}$	${\boldsymbol {\overline {b}}}$	${\boldsymbol {\overline {t}}}$
${\boldsymbol {u}}$	${\boldsymbol {\rho ^{0}\omega \phi }}$ $({\boldsymbol {u{\overline {u}}}})$	${\boldsymbol {\rho ^{+}}}$ $({\boldsymbol {u{\overline {d}}}})$	${\boldsymbol {K^{*+}}}$ $({\boldsymbol {u{\overline {s}}}})$	${\boldsymbol {{\overline {D}}^{*0}}}$ $({\boldsymbol {u{\overline {c}}}})$	${\boldsymbol {B^{*+}}}$ $({\boldsymbol {u{\overline {b}}}})$	${\boldsymbol {{\overline {T}}^{*0}}}$ $({\boldsymbol {u{\overline {t}}}})$
${\boldsymbol {d}}$	${\boldsymbol {\rho ^{-}}}$ $({\boldsymbol {d{\overline {u}}}})$	${\boldsymbol {\rho ^{0}\omega \phi }}$ $({\boldsymbol {d{\overline {d}}}})$	${\boldsymbol {K^{*0}}}$ $({\boldsymbol {d{\overline {s}}}})$	${\boldsymbol {D^{*-}}}$ $({\boldsymbol {d{\overline {c}}}})$	${\boldsymbol {B^{*0}}}$ $({\boldsymbol {d{\overline {b}}}})$	${\boldsymbol {T^{*-}}}$ $({\boldsymbol {d{\overline {t}}}})$
${\boldsymbol {s}}$	${\boldsymbol {K^{*-}}}$ $({\boldsymbol {s{\overline {u}}}})$	${\boldsymbol {{\overline {K}}^{*0}}}$ $({\boldsymbol {s{\overline {d}}}})$	${\boldsymbol {\omega \phi }}$ $({\boldsymbol {s{\overline {s}}}})$	${\boldsymbol {D_{s}^{*-}}}$ $({\boldsymbol {s{\overline {c}}}})$	${\boldsymbol {B_{s}^{*0}}}$ $({\boldsymbol {s{\overline {b}}}})$	${\boldsymbol {T_{s}^{*-}}}$ $({\boldsymbol {s{\overline {t}}}})$
${\boldsymbol {c}}$	${\boldsymbol {D^{*0}}}$ $({\boldsymbol {c{\overline {u}}}})$	${\boldsymbol {D^{*+}}}$ $({\boldsymbol {c{\overline {d}}}})$	${\boldsymbol {D_{s}^{*+}}}$ $({\boldsymbol {c{\overline {s}}}})$	${\boldsymbol {J\,/\,\psi }}$ $({\boldsymbol {c{\overline {c}}}})$	${\boldsymbol {B_{c}^{*+}}}$ $({\boldsymbol {c{\overline {b}}}})$	${\boldsymbol {{\overline {T}}_{c}^{*0}}}$ $({\boldsymbol {c{\overline {t}}}})$
${\boldsymbol {b}}$	${\boldsymbol {B^{*-}}}$ $({\boldsymbol {b{\overline {u}}}})$	${\boldsymbol {{\overline {B}}^{*0}}}$ $({\boldsymbol {b{\overline {d}}}})$	${\boldsymbol {{\overline {B}}_{s}^{*0}}}$ $({\boldsymbol {b{\overline {s}}}})$	${\boldsymbol {B_{c}^{*-}}}$ $({\boldsymbol {b{\overline {c}}}})$	${\boldsymbol {\Upsilon }}$ $({\boldsymbol {b{\overline {b}}}})$	${\boldsymbol {T_{b}^{*-}}}$ $({\boldsymbol {b{\overline {t}}}})$
${\boldsymbol {t}}$	${\boldsymbol {T^{*0}}}$ $({\boldsymbol {t{\overline {u}}}})$	${\boldsymbol {T^{*+}}}$ $({\boldsymbol {t{\overline {d}}}})$	${\boldsymbol {T_{s}^{*+}}}$ $({\boldsymbol {t{\overline {s}}}})$	${\boldsymbol {T_{c}^{*0}}}$ $({\boldsymbol {t{\overline {c}}}})$	${\boldsymbol {T_{b}^{*+}}}$ $({\boldsymbol {t{\overline {b}}}})$	${\boldsymbol {\theta }}$ $({\boldsymbol {t{\overline {t}}}})$

重子列表

$\color {Blue}{\boldsymbol {J^{P}={\frac {1}{2}}^{+}}}$ $\color {Green}{\boldsymbol {J^{P}={\frac {3}{2}}^{+}}}$ $\color {Red}{\boldsymbol {J^{P}={\frac {1}{2}}^{-}}}$

${\boldsymbol {u}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Delta ^{++}}}$ $\color {Green}({\boldsymbol {uuu}})$	$\color {Blue}{\boldsymbol {N^{+}}}\mathbf {p}$ $\color {Blue}({\boldsymbol {uud}})$	$\color {Blue}{\boldsymbol {\Sigma ^{+}}}$ $\color {Blue}({\boldsymbol {uus}})$	$\color {Blue}{\boldsymbol {\Sigma _{c}^{++}}}$ $\color {Blue}({\boldsymbol {uuc}})$	$\color {Blue}{\boldsymbol {\Sigma _{b}^{+}}}$ $\color {Blue}({\boldsymbol {uub}})$	$\color {Blue}{\boldsymbol {\Sigma _{t}^{++}}}$ $\color {Blue}({\boldsymbol {uut}})$
${\boldsymbol {d}}$	${\boldsymbol {-}}$ $({\boldsymbol {udu}})$	$\color {Blue}{\boldsymbol {N^{0}}}\mathbf {n}$ $\color {Blue}({\boldsymbol {udd}})$	$\color {Blue}{\boldsymbol {\Sigma ^{0}}}$ $\color {Blue}({\boldsymbol {uds}})$	$\color {Blue}{\boldsymbol {\Sigma _{c}^{+}}}$ $\color {Blue}({\boldsymbol {udc}})$	$\color {Blue}{\boldsymbol {\Sigma _{b}^{0}}}$ $\color {Blue}({\boldsymbol {udb}})$	$\color {Blue}{\boldsymbol {\Sigma _{t}^{+}}}$ $\color {Blue}({\boldsymbol {udt}})$
${\boldsymbol {s}}$	${\boldsymbol {-}}$ $({\boldsymbol {usu}})$	$\color {Blue}{\boldsymbol {\Lambda ^{0}}}$ $\color {Blue}({\boldsymbol {usd}})$	$\color {Blue}{\boldsymbol {\Xi ^{0}}}$ $\color {Blue}({\boldsymbol {uss}})$	$\color {Blue}{\boldsymbol {\Xi _{c}^{+}}}$ $\color {Blue}({\boldsymbol {usc}})$	$\color {Blue}{\boldsymbol {\Xi _{b}^{0}}}$ $\color {Blue}({\boldsymbol {usb}})$	$\color {Blue}{\boldsymbol {\Xi _{t}^{+}}}$ $\color {Blue}({\boldsymbol {ust}})$
${\boldsymbol {c}}$	${\boldsymbol {-}}$ $({\boldsymbol {ucu}})$	$\color {Blue}{\boldsymbol {\Lambda _{c}^{+}}}$ $\color {Blue}({\boldsymbol {ucd}})$	$\color {Blue}{\boldsymbol {\Xi _{c}^{'+}}}$ $\color {Blue}({\boldsymbol {ucs}})$	$\color {Blue}{\boldsymbol {\Xi _{cc}^{++}}}$ $\color {Blue}({\boldsymbol {ucc}})$	$\color {Blue}{\boldsymbol {\Xi _{cb}^{+}}}$ $\color {Blue}({\boldsymbol {ucb}})$	$\color {Blue}{\boldsymbol {\Xi _{ct}^{++}}}$ $\color {Blue}({\boldsymbol {uct}})$
${\boldsymbol {b}}$	${\boldsymbol {-}}$ $({\boldsymbol {ubu}})$	$\color {Blue}{\boldsymbol {\Lambda _{b}^{0}}}$ $\color {Blue}({\boldsymbol {ubd}})$	$\color {Blue}{\boldsymbol {\Xi _{b}^{'0}}}$ $\color {Blue}({\boldsymbol {ubs}})$	$\color {Blue}{\boldsymbol {\Xi _{cb}^{'+}}}$ $\color {Blue}({\boldsymbol {ubc}})$	$\color {Blue}{\boldsymbol {\Xi _{bb}^{0}}}$ $\color {Blue}({\boldsymbol {ubb}})$	$\color {Blue}{\boldsymbol {\Xi _{bt}^{+}}}$ $\color {Blue}({\boldsymbol {ubt}})$
${\boldsymbol {t}}$	${\boldsymbol {-}}$ $({\boldsymbol {utu}})$	$\color {Blue}{\boldsymbol {\Lambda _{t}^{+}}}$ $\color {Blue}({\boldsymbol {utd}})$	$\color {Blue}{\boldsymbol {\Xi _{t}^{'+}}}$ $\color {Blue}({\boldsymbol {uts}})$	$\color {Blue}{\boldsymbol {\Xi _{ct}^{'++}}}$ $\color {Blue}({\boldsymbol {utc}})$	$\color {Blue}{\boldsymbol {\Xi _{bt}^{'+}}}$ $\color {Blue}({\boldsymbol {utb}})$	$\color {Blue}{\boldsymbol {\Xi _{tt}^{++}}}$ $\color {Blue}({\boldsymbol {utt}})$
${\boldsymbol {d}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Delta ^{+}}}$ $\color {Green}({\boldsymbol {duu}})$	${\boldsymbol {-}}$ $({\boldsymbol {dud}})$	${\boldsymbol {-}}$ $({\boldsymbol {dus}})$	${\boldsymbol {-}}$ $({\boldsymbol {duc}})$	${\boldsymbol {-}}$ $({\boldsymbol {dub}})$	${\boldsymbol {-}}$ $({\boldsymbol {dut}})$
${\boldsymbol {d}}$	$\color {Green}{\boldsymbol {\Delta ^{0}}}$ $\color {Green}({\boldsymbol {ddu}})$	$\color {Green}{\boldsymbol {\Delta ^{-}}}$ $\color {Green}({\boldsymbol {ddd}})$	$\color {Blue}{\boldsymbol {\Sigma ^{-}}}$ $\color {Blue}({\boldsymbol {dds}})$	$\color {Blue}{\boldsymbol {\Sigma _{c}^{0}}}$ $\color {Blue}({\boldsymbol {ddc}})$	$\color {Blue}{\boldsymbol {\Sigma _{b}^{-}}}$ $\color {Blue}({\boldsymbol {ddb}})$	$\color {Blue}{\boldsymbol {\Sigma _{t}^{0}}}$ $\color {Blue}({\boldsymbol {ddt}})$
${\boldsymbol {s}}$	${\boldsymbol {-}}$ $({\boldsymbol {dsu}})$	${\boldsymbol {-}}$ $({\boldsymbol {dsd}})$	$\color {Blue}{\boldsymbol {\Xi ^{-}}}$ $\color {Blue}({\boldsymbol {dss}})$	$\color {Blue}{\boldsymbol {\Xi _{c}^{0}}}$ $\color {Blue}({\boldsymbol {dsc}})$	$\color {Blue}{\boldsymbol {\Xi _{b}^{-}}}$ $\color {Blue}({\boldsymbol {dsb}})$	$\color {Blue}{\boldsymbol {\Xi _{t}^{0}}}$ $\color {Blue}({\boldsymbol {dst}})$
${\boldsymbol {c}}$	${\boldsymbol {-}}$ $({\boldsymbol {dcu}})$	${\boldsymbol {-}}$ $({\boldsymbol {dcd}})$	$\color {Blue}{\boldsymbol {\Xi _{c}^{'0}}}$ $\color {Blue}({\boldsymbol {dcs}})$	$\color {Blue}{\boldsymbol {\Xi _{cc}^{+}}}$ $\color {Blue}({\boldsymbol {dcc}})$	$\color {Blue}{\boldsymbol {\Xi _{cb}^{0}}}$ $\color {Blue}({\boldsymbol {dcb}})$	$\color {Blue}{\boldsymbol {\Xi _{ct}^{+}}}$ $\color {Blue}({\boldsymbol {dct}})$
${\boldsymbol {b}}$	${\boldsymbol {-}}$ $({\boldsymbol {dbu}})$	${\boldsymbol {-}}$ $({\boldsymbol {dbd}})$	$\color {Blue}{\boldsymbol {\Xi _{b}^{'-}}}$ $\color {Blue}({\boldsymbol {dbs}})$	$\color {Blue}{\boldsymbol {\Xi _{cb}^{'0}}}$ $\color {Blue}({\boldsymbol {dbc}})$	$\color {Blue}{\boldsymbol {\Xi _{bb}^{-}}}$ $\color {Blue}({\boldsymbol {dbb}})$	$\color {Blue}{\boldsymbol {\Xi _{bt}^{0}}}$ $\color {Blue}({\boldsymbol {dbt}})$
${\boldsymbol {t}}$	${\boldsymbol {-}}$ $({\boldsymbol {dtu}})$	${\boldsymbol {-}}$ $({\boldsymbol {dtd}})$	$\color {Blue}{\boldsymbol {\Xi _{t}^{'0}}}$ $\color {Blue}({\boldsymbol {dts}})$	$\color {Blue}{\boldsymbol {\Xi _{ct}^{'+}}}$ $\color {Blue}({\boldsymbol {dtc}})$	$\color {Blue}{\boldsymbol {\Xi _{bt}^{'0}}}$ $\color {Blue}({\boldsymbol {dtb}})$	$\color {Blue}{\boldsymbol {\Xi _{tt}^{+}}}$ $\color {Blue}({\boldsymbol {dtt}})$
${\boldsymbol {s}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Sigma ^{*+}}}$ $\color {Green}({\boldsymbol {suu}})$	${\boldsymbol {-}}$ $({\boldsymbol {sud}})$	${\boldsymbol {-}}$ $({\boldsymbol {sus}})$	${\boldsymbol {-}}$ $({\boldsymbol {suc}})$	${\boldsymbol {-}}$ $({\boldsymbol {sub}})$	${\boldsymbol {-}}$ $({\boldsymbol {sut}})$
${\boldsymbol {d}}$	$\color {Green}{\boldsymbol {\Sigma ^{*0}}}$ $\color {Green}({\boldsymbol {sdu}})$	$\color {Green}{\boldsymbol {\Sigma ^{*-}}}$ $\color {Green}({\boldsymbol {sdd}})$	${\boldsymbol {-}}$ $({\boldsymbol {sds}})$	${\boldsymbol {-}}$ $({\boldsymbol {sdc}})$	${\boldsymbol {-}}$ $({\boldsymbol {sdb}})$	${\boldsymbol {-}}$ $({\boldsymbol {sdt}})$
${\boldsymbol {s}}$	$\color {Green}{\boldsymbol {\Xi ^{*0}}}$ $\color {Green}({\boldsymbol {ssu}})$	$\color {Green}{\boldsymbol {\Xi ^{*-}}}$ $\color {Green}({\boldsymbol {ssd}})$	$\color {Green}{\boldsymbol {\Omega ^{-}}}$ $\color {Green}({\boldsymbol {sss}})$	$\color {Blue}{\boldsymbol {\Omega _{c}^{0}}}$ $\color {Blue}({\boldsymbol {ssc}})$	$\color {Blue}{\boldsymbol {\Omega _{b}^{-}}}$ $\color {Blue}({\boldsymbol {ssb}})$	$\color {Blue}{\boldsymbol {\Omega _{t}^{0}}}$ $\color {Blue}({\boldsymbol {sst}})$
${\boldsymbol {c}}$	${\boldsymbol {-}}$ $({\boldsymbol {scu}})$	${\boldsymbol {-}}$ $({\boldsymbol {scd}})$	${\boldsymbol {-}}$ $({\boldsymbol {scs}})$	$\color {Blue}{\boldsymbol {\Omega _{cc}^{+}}}$ $\color {Blue}({\boldsymbol {scc}})$	$\color {Blue}{\boldsymbol {\Omega _{cb}^{0}}}$ $\color {Blue}({\boldsymbol {scb}})$	$\color {Blue}{\boldsymbol {\Omega _{ct}^{+}}}$ $\color {Blue}({\boldsymbol {sct}})$
${\boldsymbol {b}}$	${\boldsymbol {-}}$ $({\boldsymbol {sbu}})$	${\boldsymbol {-}}$ $({\boldsymbol {sbd}})$	${\boldsymbol {-}}$ $({\boldsymbol {sbs}})$	$\color {Blue}{\boldsymbol {\Omega _{cb}^{'0}}}$ $\color {Blue}({\boldsymbol {sbc}})$	$\color {Blue}{\boldsymbol {\Omega _{bb}^{-}}}$ $\color {Blue}({\boldsymbol {sbb}})$	$\color {Blue}{\boldsymbol {\Omega _{bt}^{0}}}$ $\color {Blue}({\boldsymbol {sbt}})$
${\boldsymbol {t}}$	${\boldsymbol {-}}$ $({\boldsymbol {stu}})$	${\boldsymbol {-}}$ $({\boldsymbol {std}})$	${\boldsymbol {-}}$ $({\boldsymbol {sts}})$	$\color {Blue}{\boldsymbol {\Omega _{ct}^{'+}}}$ $\color {Blue}({\boldsymbol {stc}})$	$\color {Blue}{\boldsymbol {\Omega _{bt}^{'0}}}$ $\color {Blue}({\boldsymbol {stb}})$	$\color {Blue}{\boldsymbol {\Omega _{tt}^{+}}}$ $\color {Blue}({\boldsymbol {stt}})$
${\boldsymbol {c}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Sigma _{c}^{*++}}}$ $\color {Green}({\boldsymbol {cuu}})$	${\boldsymbol {-}}$ $({\boldsymbol {cud}})$	${\boldsymbol {-}}$ $({\boldsymbol {cus}})$	${\boldsymbol {-}}$ $({\boldsymbol {cuc}})$	${\boldsymbol {-}}$ $({\boldsymbol {cub}})$	${\boldsymbol {-}}$ $({\boldsymbol {cut}})$
${\boldsymbol {d}}$	$\color {Green}{\boldsymbol {\Sigma _{c}^{*+}}}$ $\color {Green}({\boldsymbol {cdu}})$	$\color {Green}{\boldsymbol {\Sigma _{c}^{*0}}}$ $\color {Green}({\boldsymbol {cdd}})$	${\boldsymbol {-}}$ $({\boldsymbol {cds}})$	${\boldsymbol {-}}$ $({\boldsymbol {cdc}})$	${\boldsymbol {-}}$ $({\boldsymbol {cdb}})$	${\boldsymbol {-}}$ $({\boldsymbol {cdt}})$
${\boldsymbol {s}}$	$\color {Green}{\boldsymbol {\Xi _{c}^{*+}}}$ $\color {Green}({\boldsymbol {csu}})$	$\color {Green}{\boldsymbol {\Xi _{c}^{*0}}}$ $\color {Green}({\boldsymbol {csd}})$	$\color {Green}{\boldsymbol {\Omega _{c}^{*0}}}$ $\color {Green}({\boldsymbol {css}})$	${\boldsymbol {-}}$ $({\boldsymbol {csc}})$	${\boldsymbol {-}}$ $({\boldsymbol {csb}})$	${\boldsymbol {-}}$ $({\boldsymbol {cst}})$
${\boldsymbol {c}}$	$\color {Green}{\boldsymbol {\Xi _{cc}^{*++}}}$ $\color {Green}({\boldsymbol {ccu}})$	$\color {Green}{\boldsymbol {\Xi _{cc}^{*+}}}$ $\color {Green}({\boldsymbol {ccd}})$	$\color {Green}{\boldsymbol {\Omega _{cc}^{*+}}}$ $\color {Green}({\boldsymbol {ccs}})$	$\color {Green}{\boldsymbol {\Omega _{ccc}^{++}}}$ $\color {Green}({\boldsymbol {ccc}})$	$\color {Blue}{\boldsymbol {\Omega _{ccb}^{+}}}$ $\color {Blue}({\boldsymbol {ccb}})$	$\color {Blue}{\boldsymbol {\Omega _{cct}^{++}}}$ $\color {Blue}({\boldsymbol {cct}})$
${\boldsymbol {b}}$	${\boldsymbol {-}}$ $({\boldsymbol {cbu}})$	${\boldsymbol {-}}$ $({\boldsymbol {cbd}})$	${\boldsymbol {-}}$ $({\boldsymbol {cbs}})$	${\boldsymbol {-}}$ $({\boldsymbol {cbc}})$	$\color {Blue}{\boldsymbol {\Omega _{cbb}^{0}}}$ $\color {Blue}({\boldsymbol {cbb}})$	$\color {Blue}{\boldsymbol {\Omega _{cbt}^{+}}}$ $\color {Blue}({\boldsymbol {cbt}})$
${\boldsymbol {t}}$	${\boldsymbol {-}}$ $({\boldsymbol {ctu}})$	${\boldsymbol {-}}$ $({\boldsymbol {ctd}})$	${\boldsymbol {-}}$ $({\boldsymbol {cts}})$	${\boldsymbol {-}}$ $({\boldsymbol {ctc}})$	$\color {Blue}{\boldsymbol {\Omega _{cbt}^{'+}}}$ $\color {Blue}({\boldsymbol {ctb}})$	$\color {Blue}{\boldsymbol {\Omega _{ctt}^{++}}}$ $\color {Blue}({\boldsymbol {ctt}})$
${\boldsymbol {b}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Sigma _{b}^{*+}}}$ $\color {Green}({\boldsymbol {buu}})$	${\boldsymbol {-}}$ $({\boldsymbol {bud}})$	${\boldsymbol {-}}$ $({\boldsymbol {bus}})$	${\boldsymbol {-}}$ $({\boldsymbol {buc}})$	${\boldsymbol {-}}$ $({\boldsymbol {bub}})$	${\boldsymbol {-}}$ $({\boldsymbol {but}})$
${\boldsymbol {d}}$	$\color {Green}{\boldsymbol {\Sigma _{b}^{*0}}}$ $\color {Green}({\boldsymbol {bdu}})$	$\color {Green}{\boldsymbol {\Sigma _{b}^{*-}}}$ $\color {Green}({\boldsymbol {bdd}})$	${\boldsymbol {-}}$ $({\boldsymbol {bds}})$	${\boldsymbol {-}}$ $({\boldsymbol {bdc}})$	${\boldsymbol {-}}$ $({\boldsymbol {bdb}})$	${\boldsymbol {-}}$ $({\boldsymbol {bdt}})$
${\boldsymbol {s}}$	$\color {Green}{\boldsymbol {\Xi _{b}^{*0}}}$ $\color {Green}({\boldsymbol {bsu}})$	$\color {Green}{\boldsymbol {\Xi _{b}^{*-}}}$ $\color {Green}({\boldsymbol {bsd}})$	$\color {Green}{\boldsymbol {\Omega _{b}^{*-}}}$ $\color {Green}({\boldsymbol {bss}})$	${\boldsymbol {-}}$ $({\boldsymbol {bsc}})$	${\boldsymbol {-}}$ $({\boldsymbol {bsb}})$	${\boldsymbol {-}}$ $({\boldsymbol {bst}})$
${\boldsymbol {c}}$	$\color {Green}{\boldsymbol {\Xi _{cb}^{*+}}}$ $\color {Green}({\boldsymbol {bcu}})$	$\color {Green}{\boldsymbol {\Xi _{cb}^{*0}}}$ $\color {Green}({\boldsymbol {bcd}})$	$\color {Green}{\boldsymbol {\Omega _{scb}^{*0}}}$ $\color {Green}({\boldsymbol {bcs}})$	$\color {Green}{\boldsymbol {\Omega _{ccb}^{*+}}}$ $\color {Green}({\boldsymbol {bcc}})$	${\boldsymbol {-}}$ $({\boldsymbol {bcb}})$	${\boldsymbol {-}}$ $({\boldsymbol {bct}})$
${\boldsymbol {b}}$	$\color {Green}{\boldsymbol {\Xi _{bb}^{*0}}}$ $\color {Green}({\boldsymbol {bbu}})$	$\color {Green}{\boldsymbol {\Xi _{bb}^{*-}}}$ $\color {Green}({\boldsymbol {bbd}})$	$\color {Green}{\boldsymbol {\Omega _{sbb}^{*-}}}$ $\color {Green}({\boldsymbol {bbs}})$	$\color {Green}{\boldsymbol {\Omega _{cbb}^{*0}}}$ $\color {Green}({\boldsymbol {bbc}})$	$\color {Green}{\boldsymbol {\Omega _{bbb}^{-}}}$ $\color {Green}({\boldsymbol {bbb}})$	$\color {Blue}{\boldsymbol {\Omega _{bbt}^{0}}}$ $\color {Blue}({\boldsymbol {bbt}})$
${\boldsymbol {t}}$	${\boldsymbol {-}}$ $({\boldsymbol {btu}})$	${\boldsymbol {-}}$ $({\boldsymbol {btd}})$	${\boldsymbol {-}}$ $({\boldsymbol {bts}})$	${\boldsymbol {-}}$ $({\boldsymbol {btc}})$	${\boldsymbol {-}}$ $({\boldsymbol {btb}})$	$\color {Blue}{\boldsymbol {\Omega _{btt}^{+}}}$ $\color {Blue}({\boldsymbol {btt}})$
${\boldsymbol {t}}$	${\boldsymbol {u}}$	${\boldsymbol {d}}$	${\boldsymbol {s}}$	${\boldsymbol {c}}$	${\boldsymbol {b}}$	${\boldsymbol {t}}$
${\boldsymbol {u}}$	$\color {Green}{\boldsymbol {\Sigma _{t}^{*++}}}$ $\color {Green}({\boldsymbol {tuu}})$	${\boldsymbol {-}}$ $({\boldsymbol {tud}})$	${\boldsymbol {-}}$ $({\boldsymbol {tus}})$	${\boldsymbol {-}}$ $({\boldsymbol {tuc}})$	${\boldsymbol {-}}$ $({\boldsymbol {tub}})$	${\boldsymbol {-}}$ $({\boldsymbol {tut}})$
${\boldsymbol {d}}$	$\color {Green}{\boldsymbol {\Sigma _{t}^{*+}}}$ $\color {Green}({\boldsymbol {tdu}})$	$\color {Green}{\boldsymbol {\Sigma _{t}^{*0}}}$ $\color {Green}({\boldsymbol {tdd}})$	${\boldsymbol {-}}$ $({\boldsymbol {tds}})$	${\boldsymbol {-}}$ $({\boldsymbol {tdc}})$	${\boldsymbol {-}}$ $({\boldsymbol {tdb}})$	${\boldsymbol {-}}$ $({\boldsymbol {tdt}})$
${\boldsymbol {s}}$	$\color {Green}{\boldsymbol {\Xi _{t}^{*+}}}$ $\color {Green}({\boldsymbol {tsu}})$	$\color {Green}{\boldsymbol {\Xi _{t}^{*0}}}$ $\color {Green}({\boldsymbol {tsd}})$	$\color {Green}{\boldsymbol {\Omega _{sst}^{*0}}}$ $\color {Green}({\boldsymbol {tss}})$	${\boldsymbol {-}}$ $({\boldsymbol {tsc}})$	${\boldsymbol {-}}$ $({\boldsymbol {tsb}})$	${\boldsymbol {-}}$ $({\boldsymbol {tst}})$
${\boldsymbol {c}}$	$\color {Green}{\boldsymbol {\Xi _{ct}^{*++}}}$ $\color {Green}({\boldsymbol {tcu}})$	$\color {Green}{\boldsymbol {\Xi _{ct}^{*+}}}$ $\color {Green}({\boldsymbol {tcd}})$	$\color {Green}{\boldsymbol {\Omega _{ct}^{*+}}}$ $\color {Green}({\boldsymbol {tcs}})$	$\color {Green}{\boldsymbol {\Omega _{cct}^{*++}}}$ $\color {Green}({\boldsymbol {tcc}})$	${\boldsymbol {-}}$ $({\boldsymbol {tcb}})$	${\boldsymbol {-}}$ $({\boldsymbol {tct}})$
${\boldsymbol {b}}$	$\color {Green}{\boldsymbol {\Xi _{bt}^{*+}}}$ $\color {Green}({\boldsymbol {tbu}})$	$\color {Green}{\boldsymbol {\Xi _{bt}^{*0}}}$ $\color {Green}({\boldsymbol {tbd}})$	$\color {Green}{\boldsymbol {\Omega _{bt}^{*0}}}$ $\color {Green}({\boldsymbol {tbs}})$	$\color {Green}{\boldsymbol {\Omega _{cbt}^{*+}}}$ $\color {Green}({\boldsymbol {tbc}})$	$\color {Green}{\boldsymbol {\Omega _{bbt}^{*0}}}$ $\color {Green}({\boldsymbol {tbb}})$	${\boldsymbol {-}}$ $({\boldsymbol {tbt}})$
${\boldsymbol {t}}$	$\color {Green}{\boldsymbol {\Xi _{tt}^{*++}}}$ $\color {Green}({\boldsymbol {ttu}})$	$\color {Green}{\boldsymbol {\Xi _{tt}^{*+}}}$ $\color {Green}({\boldsymbol {ttd}})$	$\color {Green}{\boldsymbol {\Omega _{tt}^{*+}}}$ $\color {Green}({\boldsymbol {tts}})$	$\color {Green}{\boldsymbol {\Omega _{ctt}^{*++}}}$ $\color {Green}({\boldsymbol {ttc}})$	$\color {Green}{\boldsymbol {\Omega _{btt}^{*+}}}$ $\color {Green}({\boldsymbol {ttb}})$	$\color {Green}{\boldsymbol {\Omega _{ttt}^{++}}}$ $\color {Green}({\boldsymbol {ttt}})$

奇異強子列表

奇異強子

類別	種類	束縛態				分子態
		膠子	夸克	反夸克	超粒子	介子	重子
常規介子		-	1	1	-	-	-
奇異介子	膠球	$\geq 2$	$0$	$0$	-	-	-
	四夸克態	-	$2$	$2$	-	2	-
	六夸克態	-	$3$	$3$	-	3	-
	介子混雜態	$\geq 1$	$\geq 1$	$\geq 1$	-	-	-
	超對稱R-介子	-	$\geq 1$	$\geq 1$	$\geq 1$	-	-
	奇異量子態	JPC = 0−−，0+−、2+−、4+− …、1−+、3−+、5−+ …
常規重子		-	3	0	-	-	-
奇異重子	五夸克態	-	$4$	$1$	-	1	1
	雙重子態	-	6	$0$	-	-	$2$
	重子偶素	-	3	3	-	-	$2$
	七夸克態	-	$5$	$2$	-	2	1
	重子混雜態	$\geq 1$	$\geq 3$	-	-	-	-
	超對稱R-重子	-	$\geq 3$	-	$\geq 1$	-	-