chemical, biochemical, and even biological species ( Figure 1 ). Furthermore, their distinctive near-infrared (NIR) optical response can be quantitatively interpreted [ 14,15 ] so that these redox processes can be tracked with single-electron sensitivity. To demonstrate their exciting new properties in interrogating complex redox systems, we use them to quantify chemically driven charge transfer across the electrifi ed cell membranes of Shewanella oneidensis MR-1, requiring only a simple optical readout and absent any external electrodes.
Results and DiscussionRecently, it was shown that the characteristic wavelength and intensity of the NIR plasmon resonance absorption of tin-doped indium oxide (ITO) nanocrystals bound to an electrode can be strongly modulated in a reversible manner using a directional voltage bias. [ 9,16 ] These changes arise from the dependence of the Electron transfer in complex aqueous systems can be observed remotely with single-electron sensitivity using locally dispersed nanostructures conferred with electronic charge concentration-dependent plasmonic properties. When introduced to a system out of redox equilibrium, tin-doped indium oxide nanocrystals undergo rapid multielectron transfer until redox equilibrium is reached; this modulates their free carrier concentration and plasmonic optical properties in the spectrally isolated near-infrared. This capability is harnessed here to noninvasively track, model, and quantify electron transfer events reversibly for organic, inorganic, biogenic, and even living cells.Adv. Optical Mater. 2015, 3, 1293-1300 www.MaterialsViews.com www.advopticalmat.de Figure 1. Plasmonic doped metal oxide nanocrystals reversibly exchange electrons with redox-active small molecules, biomacromolecules, and live bacteria. These multi-electron exchanges modulate their free-carrier concentration, thus changing their plasmonic optical properties. This redoxresponsive plasmon absorbance can be modeled to provide quantitative analysis of electron transfer in systems out of redox equilibrium.
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