PACS 71.35.AaCoexistence of free and self-trapped exciton in amphi-PIC J-aggregates is proved by the numerous experimental data presented and analyzed. The self-trapping states are shown to originate from delocalized exciton states exhibiting collective nature of polaronic relaxation. The strong correlation between the efficiency of exciton self-trapping and static disorder degree in J-aggregates has been shown. In amphi-PIC J-aggregates the polaronic state formation found out to require the overcoming an energy barrier which appears for quasi-one-dimension system as a result of combination of one-dimensional exciton motion and three-dimension lattice deformation. [16,17]. Despite relatively long history of J-aggregate investigation, some questions concerning exciton dynamics governed by polaronic relaxation are not fully understood.In many cases the absorption and luminescence properties of J-aggregates are well described within the one-dimensional Frenkel exciton model for a rigid chain with static disorder [1][2][3][4][5][6]. But, the chain could be deformable and if the constant of exciton-lattice coupling is strong enough, the exciton can create a chain distortion that produces a new polaronic state below the exciton band bottom. This phenomenon is called self-trapping [18]. The self-trapping pattern of the exciton interacting with a lattice via short-range potential depends strongly on the exciton motion dimension [19][20][21]. According to the Rashba-Toyozava theory, the excitons characterized by one-dimensional motion are always self-trapped. So, free excitons are unstable irrespective of the magnitude of exciton-lattice coupling and there is no any energy barrier which separates free and self-trapped exciton states [18][19][20][21]. The spatial extension of