摘要
In this work,the reactionπ-p→K^*Σ^*is investigated with an effective Lagrangian approach.The contributions from the Born terms,including the s,t,and u channel,are considered,and the Regge model and the Feynman model are applied to treat the t-channel contribution.The existing experimental data can be reproduced with the best-fittedχ^2 being 2.38 and 1.54 for the Feynman and Regge models,respectively.Moreover,it is found that the contribution from the t channel is dominant in the cross-section.The contribution of the u channel is mainly distributed at backward angles,and the contribution from the s channel is small and negligible.In the Feynman model,the contribution of the t-channel K exchange is much larger than the contribution of the K^*exchange,while in the Regge model the contribution of the t-channel K exchange is comparable to that of the K^*exchange.Prediction about the differential crosssection of theπ-p→K^*Σ^*reaction is also presented,which is helpful for clarifying the role of the Regge treatment.The current results suggest high-precision experimental measurements which can be performed at J-PARC and COMPASS.
基金
the National Natural Science Foundation of China under Grant No.11705076 and No.11675228
partly supported by the HongLiu Support Funds for Excellent Youth Talents of Lanzhou University of Technology
supported by the Fundamental Research Funds for the Central Universities。