2009
DOI: 10.1149/1.3126528
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Effects of Eu[sup 2+] Co-Doping on VUV Photoluminescence Properties of BaMgAl[sub 10]O[sub 17]:Mn[sup 2+] Phosphors for Plasma Display Panels

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Cited by 38 publications
(18 citation statements)
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“…A log plot of the luminescence data vs time is very important for identifying whether it is a single or a two exponential function. It can be seen that the decay curves of these two samples are well fitted with a typical single-exponential function (I = A exp(Àt/s)) with a lifetime of 1.06 ls and 1.17 ls, respectively [24]. We found that the decay times for flux added samples were longer than the one without flux.…”
Section: Thermal Stability and Luminescence Decay Curves Of The Bammentioning
confidence: 62%
“…A log plot of the luminescence data vs time is very important for identifying whether it is a single or a two exponential function. It can be seen that the decay curves of these two samples are well fitted with a typical single-exponential function (I = A exp(Àt/s)) with a lifetime of 1.06 ls and 1.17 ls, respectively [24]. We found that the decay times for flux added samples were longer than the one without flux.…”
Section: Thermal Stability and Luminescence Decay Curves Of The Bammentioning
confidence: 62%
“…2 This gives a wide usage of Mn 2+ -doped compounds for fluorescent lamps, cathode ray tubes, and potential applications in white light emitting diodes ͑LEDs͒. 3 In recent years, there has been an increased interest in the investigations of luminescent materials with the structures derived from the ABPO 4 family ͑A and B are mono-and divalent cations, respectively͒. For example, Eu 2+ -doped LiSrPO 4 was investigated to have a higher emission intensity compared with the blue-emitting phosphor BaMgAl 10 O 17 :Eu 2+ .…”
mentioning
confidence: 99%
“…. It can be seen that the varied decay curves of Eu 2+ ions upon 365 nm excitation can be fitted well with order exponential decay curve using the following equation: I=A1exp(t/tτ1νlldelimiterspaceitalicτ1)+A2exp(t/tτ2νlldelimiterspaceitalicτ2)+A3exp(t/tτ3νlldelimiterspaceitalicτ3) where I is the luminescence intensity, A 1 , A 2 , and A 3 are constants, τ is the time, τ 1 , τ 2 , and τ 3 are the respective short and long lifetimes for the exponential components. Using these parameters, the average decay time (τ * ) can be determined using the following formula: …”
Section: Resultsmentioning
confidence: 88%