2018
DOI: 10.1016/j.jlumin.2017.12.048
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Photoluminescence tuning and energy transfer process from Tb3+ to Eu3+ in GPTMS/TEOS–derived organic/silica hybrid films

Abstract: In this work the photoluminescence study and energy transfer from Tb 3+ to Eu 3+-β-diketonate complexes incorporated into organic/Silica hybrid films derived from 3-glycidoxypropyltrimethoxysilane (GPTMS) and tetraethylorthosilicate (TEOS) alkoxysilanes were investigated. Highly homogeneous and transparent films of Ln 3+-doped GPTMS/TEOS-derived organic/silica hybrids were obtained from the organic/silica sols prepared by sol-gel. Tb 3+ :Eu 3+-doped GPTMS/TEOS-derived films showed very intense luminescence whe… Show more

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Cited by 10 publications
(2 citation statements)
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“…[76,77] The considerable reduction in the decay time of the Tb 3+ emission in complexes with Eu 3+ indicates the transfer of energy from the 5 D 4 level of Tb 3+ to excite Eu 3+ . [65,90,92] Figure 4a shows that the decay time of Tb 3+ emission decreases with increasing Eu 3+ concentration, corresponding to the same variation in Eu 3+ rise time (Figure 4b), which can be described by the simplified model Equation ( 1): [5,78,79,[93][94][95] n =…”
Section: Intermolecular Tb 3+ -Eu 3+ Et With Different Composition [E...mentioning
confidence: 80%
See 1 more Smart Citation
“…[76,77] The considerable reduction in the decay time of the Tb 3+ emission in complexes with Eu 3+ indicates the transfer of energy from the 5 D 4 level of Tb 3+ to excite Eu 3+ . [65,90,92] Figure 4a shows that the decay time of Tb 3+ emission decreases with increasing Eu 3+ concentration, corresponding to the same variation in Eu 3+ rise time (Figure 4b), which can be described by the simplified model Equation ( 1): [5,78,79,[93][94][95] n =…”
Section: Intermolecular Tb 3+ -Eu 3+ Et With Different Composition [E...mentioning
confidence: 80%
“…[ 76,77 ] The considerable reduction in the decay time of the Tb 3+ emission in complexes with Eu 3+ indicates the transfer of energy from the 5 D 4 level of Tb 3+ to excite Eu 3+ . [ 65,90,92 ] Figure 4a shows that the decay time of Tb 3+ emission decreases with increasing Eu 3+ concentration, corresponding to the same variation in Eu 3+ rise time (Figure 4b), which can be described by the simplified model Equation (): [ 5,78,79,93–95 ] n0.28embadbreak=[]n0+n1()1exp()tτ10.28emexp()tτ2$$\begin{equation}n{\mathrm{\;}} = \left[ {{n_0} + {n_1}\left( {1 - \exp \left( {\frac{{ - t}}{{{\tau _1}}}} \right)} \right)} \right]{\mathrm{\;}}\exp \left( {\frac{{ - t}}{{{\tau _2}}}} \right)\end{equation}$$Where n and n 0 are the number of electrons in the excited level at time t ant t 0 , respectively; τ 2 is the decay time from the upper level; n 1 presents the number of electrons in the feeding level; and τ 1 is the time for feeding this level. This model will be used to fit the Eu 3+ decay‐time curves (Equation S1, Supporting Information), where τ 1 is the decay time of Tb 3+ , fitted by the biexponential decay function (Equation S2, Supporting Information).…”
Section: Resultsmentioning
confidence: 96%