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Towers of positive parity excited baryons and their mixing in the large $N_c$ limit

机译:积极平价的塔激发了重子并将它们混合在一起   $ N_c $ limit

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摘要

We consider configuration mixing for the nonstrange positive parity excitedbaryons in the $[\mathbf{56'},0^+],[\mathbf{56},2^+], [\mathbf{70},0^+] $ and$[\mathbf{70},2^+]$ quark model $SU(6) \times O(3)$ multiplets contained in the$N=2$ band. Starting from the effective mass operator for these states we showby an explicit calculation that in the large $N_c$ limit they fall into sixtowers of degenerate states labeled by $K=0,1,1',2,2',3$. We find that themixing of the quark model states is much simpler than what is naively expected.To leading order in $N_c$ only states carrying the same $K$ label can mix,which implies that for the spin-flavor states we started with configurationmixing can be parameterized by just two constants, $\mu_{K=1}$ and $\mu_{K=2}$.
机译:我们考虑$ [\ mathbf {56'},0 ^ +],[\ mathbf {56},2 ^ +],[\ mathbf {70},0 ^ +] $中的非奇异奇偶校验激发重子的配置混合和$ [\ mathbf {70},2 ^ +] $夸克模型$ SU(6)\ O(3)$多重数包含在$ N = 2 $范围内。从这些状态的有效质量算符开始,我们通过显式计算表明,在较大的$ N_c $限制下,它们落入以$ K = 0,1,1',2,2',3 $标记的退化状态的六塔中。我们发现夸克模型状态的混合比天真的预期要简单得多。对于$ N_c $的领先订单,只有带有相同$ K $标签的状态才能混合,这意味着对于自旋风味状态我们从configurationmixing开始可以通过两个常量$ \ mu_ {K = 1} $和$ \ mu_ {K = 2} $进行参数化。

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