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a) Illustrations of binary encoding capacity with orthogonal or correlated emission lifetime and intensity. b) Luminescence images of PDMS beads encapsulating co-doping (top) or gradient doping (bottom) UCNPs. Scale bar: 1 mm. Excitation power density = 13.1 Wcm À2 . c) Lifetime and intensity binary encoding results of luminescent beads in (b). d) Lifetime profiles with standard deviation extracted from the dotted lines shown in (b).

a) Illustrations of binary encoding capacity with orthogonal or correlated emission lifetime and intensity. b) Luminescence images of PDMS beads encapsulating co-doping (top) or gradient doping (bottom) UCNPs. Scale bar: 1 mm. Excitation power density = 13.1 Wcm À2 . c) Lifetime and intensity binary encoding results of luminescent beads in (b). d) Lifetime profiles with standard deviation extracted from the dotted lines shown in (b).

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The lanthanide sensitizer gradient doping structure in near‐infrared (NIR) excitable upconversion nanoparticles (UCNPs) was studied. With gradient doping, independent emission intensity and lifetime tuning is realized. Abstract Luminescent materials with engineered optical properties have been developed for multiplexed labeling detection, where en...

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... lifetime values can be further tuned by changing the Tm 3+ activator doping concentration or increasing the outer shell2 thickness. Lifetime can change from the original 620 ms to a range of 1352-480 ms by tuning Tm 3+ concentration (Supporting Information, Figure S3) or from 1173 ms to 1018-1340 ms by tuning shell2 thickness (Supporting Information, Figure S4). These orthogonal modulations lay the foundation for applications in luminescent multiplexing (Supporting Information, Figure S5). ...
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... independent modulation method can enrich the capacity of practically multiplexing. A theoretical encoding number by combining orthogonally adjustable upconversion luminescence intensity (n) and lifetime (k) is (k + 1) n À1, [3b] (Figure 3 a). However, this two dimensions are actually not independent, as shown in conventional co-doping UCNPs (NaYF 4 :x%Yb,1 %Tm@NaYF 4 , x = 19, 29, 49; Supporting Information, Figure S9), which makes the practical encoding capacity much smaller. ...
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... this two dimensions are actually not independent, as shown in conventional co-doping UCNPs (NaYF 4 :x%Yb,1 %Tm@NaYF 4 , x = 19, 29, 49; Supporting Information, Figure S9), which makes the practical encoding capacity much smaller. To directly show the merits of independent lifetime and emission intensity, polydimethylsiloxane (PDMS) beads encapsulating co-doping or gradient doping UCNPs with three lifetime levels were imaged simultaneously (Figure 3 b). The co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). ...
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... directly show the merits of independent lifetime and emission intensity, polydimethylsiloxane (PDMS) beads encapsulating co-doping or gradient doping UCNPs with three lifetime levels were imaged simultaneously (Figure 3 b). The co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). In comparison, lifetime patterns of the gradient one (NaYF 4 @NaYF 4 : x%Yb,1 %Tm@ NaYF 4 : y%Yb @NaYF 4 (x/y = 20:50, 50:20, 80:5) with the same intensity levels can all be clearly resolved with precise shape (Figure 3 b bottom and Figure 3 c) and lower coefficient of variation (1.32 % vs. 6.44 % in co-doping UCNPs) (Figure 3 d). ...
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... directly show the merits of independent lifetime and emission intensity, polydimethylsiloxane (PDMS) beads encapsulating co-doping or gradient doping UCNPs with three lifetime levels were imaged simultaneously (Figure 3 b). The co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). In comparison, lifetime patterns of the gradient one (NaYF 4 @NaYF 4 : x%Yb,1 %Tm@ NaYF 4 : y%Yb @NaYF 4 (x/y = 20:50, 50:20, 80:5) with the same intensity levels can all be clearly resolved with precise shape (Figure 3 b bottom and Figure 3 c) and lower coefficient of variation (1.32 % vs. 6.44 % in co-doping UCNPs) (Figure 3 d). ...
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... co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). In comparison, lifetime patterns of the gradient one (NaYF 4 @NaYF 4 : x%Yb,1 %Tm@ NaYF 4 : y%Yb @NaYF 4 (x/y = 20:50, 50:20, 80:5) with the same intensity levels can all be clearly resolved with precise shape (Figure 3 b bottom and Figure 3 c) and lower coefficient of variation (1.32 % vs. 6.44 % in co-doping UCNPs) (Figure 3 d). ...
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... co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). In comparison, lifetime patterns of the gradient one (NaYF 4 @NaYF 4 : x%Yb,1 %Tm@ NaYF 4 : y%Yb @NaYF 4 (x/y = 20:50, 50:20, 80:5) with the same intensity levels can all be clearly resolved with precise shape (Figure 3 b bottom and Figure 3 c) and lower coefficient of variation (1.32 % vs. 6.44 % in co-doping UCNPs) (Figure 3 d). ...
Context 8
... co-doping one shows correlated lifetime levels with intensity levels ( Figure 3 c; Supporting Information, Figure S10) which hampered the extraction of lifetime value from the dim UCNPs [17] (Figure 3 b top). In comparison, lifetime patterns of the gradient one (NaYF 4 @NaYF 4 : x%Yb,1 %Tm@ NaYF 4 : y%Yb @NaYF 4 (x/y = 20:50, 50:20, 80:5) with the same intensity levels can all be clearly resolved with precise shape (Figure 3 b bottom and Figure 3 c) and lower coefficient of variation (1.32 % vs. 6.44 % in co-doping UCNPs) (Figure 3 d). ...

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