For the symmetric ASSSCs, even at different tortuosities, it is still realized as a capacitively-controlled oxidation–reduction process and is not affected by external bending forces attributed to the pseudocapacitor intrinsic boosting mechanism, which is achieved through the synergistic effect of component molecules, electrodes and electrolytes (Fig.4(g)). The bending-resistant capacitive properties of the symmetric ASSSC were tested (the inset of Fig.4(h) illustrates the bending of the ASSSC). The ASSSCs were found to have approximately the same capacitance by varying the bend angle, even at 135° higher. A power-law equation (
i =
aVb, where
a and
b are constants) was employed to quantify the capacitive contribution of the redox peaks in the CV curve [
39]. Fig.4(i) shows the power-law relationship between the peak currents and the corresponding current densities, extrapolated from the slopes of the log
I–log
v plot for all two redox peaks with
b values of 0.90 and 0.91, respectively, revealing a redox-controlled capacitive process. The energy storage process of the LGP-150 electrode is diffusion controlled, but the conclusion obtained based on the symmetric ASSSCs of the LGP-150 electrode is capacitance controlled, and this change is closely related to the synergistic effect among the internal components of the LGP-150 electrode and DLG electrolyte. The presence of DL in the DLG electrolyte contributes to the pseudocapacitance of the whole device and the DL is also rich in phenoquinone groups, enabling fast and reversible conversion of Q and QH
2. After assembling the electrode and electrolyte in a tight fit, there are more active sites inside the ASSSCs than inside the electrode, which greatly contributes to the pseudocapacitance response. Further, the total capacitive contribution was obtained by Dunn’s formula,
i(V) =
K1v +
K2v1/2 (
K1v represents the capacitive contribution and
K2v1/2 implies the diffusion contribution) [
40]. The total capacitive contribution of the LGP-150-based ASSSCs was represented in Fig.4(j), where 83% of the total current is the capacitive contribution. The capacitive current is higher around peak 1 and lower around peak 2, which can be judged and supported from the
b values of these two peaks. In addition, the overall trend (Fig.4(k)) of the contribution of the capacitive current to the total current in the ASSSCs increases with the increased scan rate and stabilizes at ~90% after 30 mV∙s
–1.