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γ*N→Δ+(1600) transition form factors in light-cone sum rules

机译:γ* n→δ+(1600)光锥和规则中的过渡形成因子

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The form factors of γ * N → Δ ( 1600 ) transition is calculated within the light-cone sum rules assuming that Δ + ( 1600 ) is the first radial excitation of Δ ( 1232 ) . The Q 2 dependence of the magnetic dipole G ? M ( Q 2 ) , electric quadrupole G ? E ( Q 2 ) , and Coulomb quadrupole G ? c ( Q 2 ) form factors are investigated. Moreover, the Q 2 dependence of the ratios R EM = ? G ? E ( Q 2 ) G ? M ( Q 2 ) and R SM = ? 1 4 m Δ ( 1600 ) 2 4 m Δ ( 1600 ) 2 Q 2 + ( m Δ ( 1600 ) 2 ? Q 2 ? m N 2 ) 2 G ? c ( Q 2 ) G ? M ( Q 2 ) are studied. Finally, our predictions on G ? M ( Q 2 ) , G ? E ( Q 2 ) , and G ? C ( Q 2 ) are compared with the results of other theoretical approaches.
机译:假设Δ+(1600)是Δ(1232)的第一径向激发,在光锥和规则内计算γ* n→δ(1600)转换的形状因子。 Q 2依赖于磁性偶极剂G? M(Q 2),电动四轮仪G? e(q 2)和库仑四极g? C(Q 2)形成因素。 此外,Q 2的比率R Em =? G ? e(q 2)g? m(q 2)和r sm =? 1 4mδ(1600)2 4mδ(1600)2 q 2 +(mδ(1600)2≤q2≤mn 2)2g? C(q 2)g? 研究了m(q 2)。 最后,我们对G的预测? m(q 2),g? e(q 2)和g? 将C(Q 2)与其他理论方法的结果进行比较。

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