“…It has previously been defined in a number of ways, including the potential where a given current density is attained, the potential where first derivative plots, d j /d E , reach 0.2 mA cm −2 V −1 , [ 36 ] and the potential where the first positive peak occurs in second derivative plots, d 2 j /d E 2 . [ 30 ] The two former approaches fail to capture any value for poorly performing samples; the need to analyze samples across the performance spectrum in this work therefore leads to adoption of the second derivative definition (Figure 1A). This enables a systematic mathematical definition to be applied across all samples, even when significant resistive effects distort the j–E response, or samples have very poor performance.…”