“…As shown in Table S1 and Figure d,e, a unit cell of both Cu-1 and Cu-2 single crystals consists of two Cu(I) coordination molecules and two acetonitrile molecules, with each pair of molecules exhibiting two I···H–C interactions at distances of 3.888 Å (Cu-1) and 3.857 Å (Cu-2), respectively. The shorter I···H–C interactions in Cu-2 may restrict molecular vibration, thereby constraining nonradiative transition pathways. , Furthermore, we employed CrystalExplorer software to analyze the Hirshfeld surfaces and the distribution of different intermolecular interactions by generating two-dimensional fingerprint plots of these crystals. , As illustrated in Figure S4 and the pie charts in Figure h,i, compared with Cu-1, which has contributions from H···others interactions (73.1%), C···others interactions (18.5%), and I···others interactions (3.9%), the replacement of PH-Br in Cu-2 results in a more diverse array of intermolecular interactions, including H···others interactions (77.3%), C···others interactions (18.8%), I···others interactions (3.5%), and Br···others (4.9%). These plentiful intermolecular interactions effectively constrain molecular vibration and rotation, consequently further suppressing the nonradiative transition process. , Also, it is further supported by the calculated nonradiative transition rates ( k nr ), where the k nr values decreased from 6.61 × 10 4 s –1 in Cu-1 to 5.60 × 10 4 s –1 in Cu-2, leading to a significant enhancement of the RL intensity for Cu-2 in the solid-state. ,,, …”