Department of Chemistry, University of Pittsburgh, Pittsburgh, Pennsylvania 15260, USA.
Anal Chem. 2011 Feb 1;83(3):828-35. doi: 10.1021/ac102352v. Epub 2010 Dec 22.
We report on a novel theory and experiment for scanning electrochemical microscopy (SECM) to enable quasi-steady-state voltammetry of rapid electron transfer (ET) reactions at macroscopic substrates. With this powerful approach, the substrate potential is cycled widely across the formal potential of a redox couple while the reactant or product of a substrate reaction is amperometrically detected at the tip in the feedback or substrate generation/tip collection mode, respectively. The plot of tip current versus substrate potential features the retraceable sigmoidal shape of a quasi-steady-state voltammogram although a transient voltammogram is obtained at the macroscopic substrate. Finite element simulations reveal that a short tip-substrate distance and a reversible substrate reaction (except under the tip) are required for quasi-steady-state voltammetry. Advantageously, a pair of quasi-steady-state voltammograms is obtained by employing both operation modes to reliably determine all transport, thermodynamic, and kinetic parameters as confirmed experimentally for rapid ET reactions of ferrocenemethanol and 7,7,8,8-tetracyanoquinodimethane at a Pt substrate with ∼0.5 μm-radius Pt tips positioned at 90 nm-1 μm distances. Standard ET rate constants of ∼7 cm/s were obtained for the latter mediator as the largest determined for a substrate reaction by SECM. Various potential applications of quasi-steady-state voltammetry are also proposed.
我们报告了一种用于扫描电化学显微镜(SECM)的新理论和实验,以实现快速电子转移(ET)反应在宏观基底上的准稳态伏安法。通过这种强大的方法,在反馈或基底产生/尖端收集模式下,在尖端处电化学检测到基底反应的反应物或产物,同时在宽范围内循环基底电势跨越氧化还原对的标准电势。尽管在宏观基底上获得瞬态伏安图,但尖端电流相对于基底电势的图具有可追溯的准稳态伏安图的正弦形。有限元模拟表明,准稳态伏安法需要短的尖端-基底距离和可逆的基底反应(除了尖端处)。有利的是,通过同时使用两种操作模式获得一对准稳态伏安图,可以可靠地确定所有传输、热力学和动力学参数,这通过实验证实了对于在 Pt 基底上的 Ferrocenemethanol 和 7,7,8,8-四氰基对醌二甲烷的快速 ET 反应是如此,其位置在 90nm-1μm 距离处的具有约 0.5μm 半径的 Pt 尖端。对于后一种介体,确定了约 7cm/s 的标准 ET 速率常数,这是通过 SECM 确定的最大基底反应的速率常数。还提出了准稳态伏安法的各种潜在应用。