“…One alternative to these conventional methodologies is to use the distribution of relaxation times (DRT) [25][26][27][28][29][30][31][32], which interprets the impedance as resulting from a distribution of relaxation timescales, i.e., (1) where is the impedance, is the frequency, is the DRT, is a timescale variable, is a resistance, and is an inductance. The DRT model has proven to be very powerful, and recently this method has been employed to understand the fundamentals of solidstate ionic systems [33,34], batteries [35][36][37][38], supercapacitors [39,40], porous electrochemical reactors [41], dielectrics [42], solar cells [43], and fuel cells [44][45][46][47]. These applications have highlighted the promise of DRT models.…”