2019
DOI: 10.1073/pnas.1822007116
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Influence of single-nanoparticle electrochromic dynamics on the durability and speed of smart windows

Abstract: Nanomaterials have tremendous potential to increase electrochromic smart window efficiency, speed, and durability. However, nanoparticles vary in size, shape, and surface defects, and it is unknown how nanoparticle heterogeneity contributes to particle-dependent electrochromic properties. Here, we use single-nanoparticle-level electro-optical imaging to measure structure–function relationships in electrochromic tungsten oxide nanorods. Single nanorods exhibit a particle-dependent waiting time for tinting (from… Show more

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Cited by 47 publications
(66 citation statements)
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“…For E more positive than −0.4 V, ΔOD d ( t ) does not increase with time, which indicates that those potentials are not sufficiently cathodic to drive the ion insertion reaction in Equation (1). However, ΔOD d ( t ) increases at E =−0.4 V. We quantitatively define the onset potential ( E onset ) as the value of E that causes ΔOD( t ) to exceed a value of three times the standard deviation of background noise plus the mean background noise, as described in our previous work . Upon applying a potential more negative (cathodic) than −0.4 V, ΔOD d ( t ) quickly increases, and then rises gradually with increasing cathodic polarization time.…”
Section: Resultsmentioning
confidence: 97%
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“…For E more positive than −0.4 V, ΔOD d ( t ) does not increase with time, which indicates that those potentials are not sufficiently cathodic to drive the ion insertion reaction in Equation (1). However, ΔOD d ( t ) increases at E =−0.4 V. We quantitatively define the onset potential ( E onset ) as the value of E that causes ΔOD( t ) to exceed a value of three times the standard deviation of background noise plus the mean background noise, as described in our previous work . Upon applying a potential more negative (cathodic) than −0.4 V, ΔOD d ( t ) quickly increases, and then rises gradually with increasing cathodic polarization time.…”
Section: Resultsmentioning
confidence: 97%
“…Following the methodology and model explained in our previous work, we obtain Δ Q diff and Δ Q pseudo (in units of charge, C) from the integrated Li‐ion fluxes from the pseudocapacitive and diffusion‐limited processes [ J pseudo and J diff according to Eq. ]. trueΔQnormalpnormalsnormalenormalunormaldnormalo()t+4ptΔQnormaldnormalinormalfnormalf()t=4pttnormalwnormalanormalinormalttJnormalpnormalsnormalenormalunormaldnormalo()tdt+4pt0tJnormaldnormalinormalfnormalf()tdt=H()t-twait()-Aknormalpnormalsnormalenormalunormaldnormaloexp()-kpseudot-exp()kpseudotwait4pt+2D't …”
Section: Resultsmentioning
confidence: 99%
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