2019
DOI: 10.1016/j.jnoncrysol.2019.03.011
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Tunable white light by varying excitations in yttrium alumino bismuth borosilicate glasses co-doped with Dy3+-Eu3+ for cool WLED applications

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Cited by 24 publications
(6 citation statements)
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“…Furthermore, the Inokuti–Hirayama (I–H) model was used to evaluate the donor–acceptor interaction ( C Dy‐Eu ) and the average distance ( R o ) from the lifetime decay curve of the KZnBP:0.5Dy 3+ /1.0Eu 3+ glass (Figure 12), which is given by 1,52 I(t)badbreak=Ioexp[]false(t/tofalse)Q(t/to)(3/S),$$\begin{equation}I(t) = {I}_o{\rm{exp}}\left[ - (t/{t}_o) - Q{(t/{t}_o)}^{(3/S)}\right],\end{equation}$$ Qbadbreak=4π/3[]Γ(13/S)NaRo3,$$\begin{equation}Q = 4\pi /3\left[\Gamma (1 - 3/S)\right]{N}_aR_o^3,\end{equation}$$ CDyEubadbreak=Ro6/τDy,$$\begin{equation} {C}_{{\rm{Dy}} - {\rm{Eu}}} = {R_o^6}/{\tau}_{{\rm{Dy}}},\end{equation}$$where I ( t ) is related to the PL intensity time; t o denotes the emission lifetime for donors during absence of Eu 3+ . Euler's gamma function Γ (1 − 3/ S ) = 1.77 for S = 6 (d–d interaction), 1.43 for S = 8 (d–q interaction), and 1.3 for S = 10 (q–q interaction); N a is related to acceptor concentration; Q is related to the interaction parameter; C Dy‐Eu is the donor (Dy 3+ )–acceptor (Eu 3+ ) coupling constant; R o denotes the average distance between the donor (Dy 3+ ) and acceptor (Eu 3+ ) for ET to occur.…”
Section: Resultsmentioning
confidence: 99%
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“…Furthermore, the Inokuti–Hirayama (I–H) model was used to evaluate the donor–acceptor interaction ( C Dy‐Eu ) and the average distance ( R o ) from the lifetime decay curve of the KZnBP:0.5Dy 3+ /1.0Eu 3+ glass (Figure 12), which is given by 1,52 I(t)badbreak=Ioexp[]false(t/tofalse)Q(t/to)(3/S),$$\begin{equation}I(t) = {I}_o{\rm{exp}}\left[ - (t/{t}_o) - Q{(t/{t}_o)}^{(3/S)}\right],\end{equation}$$ Qbadbreak=4π/3[]Γ(13/S)NaRo3,$$\begin{equation}Q = 4\pi /3\left[\Gamma (1 - 3/S)\right]{N}_aR_o^3,\end{equation}$$ CDyEubadbreak=Ro6/τDy,$$\begin{equation} {C}_{{\rm{Dy}} - {\rm{Eu}}} = {R_o^6}/{\tau}_{{\rm{Dy}}},\end{equation}$$where I ( t ) is related to the PL intensity time; t o denotes the emission lifetime for donors during absence of Eu 3+ . Euler's gamma function Γ (1 − 3/ S ) = 1.77 for S = 6 (d–d interaction), 1.43 for S = 8 (d–q interaction), and 1.3 for S = 10 (q–q interaction); N a is related to acceptor concentration; Q is related to the interaction parameter; C Dy‐Eu is the donor (Dy 3+ )–acceptor (Eu 3+ ) coupling constant; R o denotes the average distance between the donor (Dy 3+ ) and acceptor (Eu 3+ ) for ET to occur.…”
Section: Resultsmentioning
confidence: 99%
“…Therefore, the optimized KZnBP:0.5Dy 3+ /1.0Eu 3+ glass exhibits ET efficiency (η) of 61.58%. Furthermore, the Inokuti-Hirayama (I-H) model was used to evaluate the donor-acceptor interaction (C Dy-Eu ) and the average distance (R o ) from the lifetime decay curve of the KZnBP:0.5Dy 3+ /1.0Eu 3+ glass (Figure 12), which is given by 1,52 𝐼(𝑡) = 𝐼 𝑜 exp…”
Section: Ta B L Ementioning
confidence: 99%
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“…Hence, the singlematrix white light-emitting phosphors were considered as a solution for realizing high efficiency LED devices. Here, the single matrix phosphor is known to have many advantages such as high color rendering index, low color temperature, and high luminous efficiency [14]. Importantly, this approach usually requires a near-UV LED chip instead of a blue InGaN device, indicating the intended device has a different configuration compared to the commercialized white LED developed by the Nichia Corporation in 1996 [15,16].…”
Section: Introductionmentioning
confidence: 99%