首页> 外文期刊>IEEE journal of selected topics in quantum electronics >Injection and Avalanche Electroluminescence of $hbox{Al}_{hbox{0.1}} hbox{Ga}_{hbox{0.9}} hbox{N/Al}_{hbox{0.15}} hbox{Ga}_{hbox{0.85}} hbox{N}$ Multiple Quantum Wells
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Injection and Avalanche Electroluminescence of $hbox{Al}_{hbox{0.1}} hbox{Ga}_{hbox{0.9}} hbox{N/Al}_{hbox{0.15}} hbox{Ga}_{hbox{0.85}} hbox{N}$ Multiple Quantum Wells

机译:$ hbox {Al} _ {hbox {0.1}} hbox {Ga} _ {hbox {0.9}} hbox {N / Al} _ {hbox {0.15}} hbox {Ga} _ {hbox {0.85)的注入和雪崩电致发光}} hbox {N} $多个量子阱

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摘要

Three periods of $hbox{Al}_{{rm 0}{rm .1}} hbox{Ga}_{{rm 0}{rm .9}} hbox{N/Al}_{{rm 0}{rm .15}} hbox{Ga}_{{rm 0}{rm .85}} hbox{N}$ multiple quantum wells (MQWs) were used as the active region of a p-i-n diode fabricated on 6 H-SiC substrate. Electroluminescence (EL) of these MQWs has been investigated in both injection and avalanche modes. Band-to-band luminescence of the $hbox{Al}_{{rm 0}{rm .1}} hbox{Ga}_{{rm 0}{rm .9}} hbox{N}$ wells was found to peak at 364 nm in the injection mode and in the range of 364–372 nm in the avalanche mode. The most striking phenomenon is that band-to-band EL of the $hbox{Al}_{{rm 0}{rm .15}} hbox{Ga}_{{rm 0}{rm .85}} hbox{N}$ barriers has also been observed in the injection mode, while it is not seen in the avalanche mode. This is explained by considering different sources of carriers and different carrier transportation mechanisms in the two modes. The luminescence intensity $I_{{rm EL}}$ has a power-law dependence on the current $I$ by $I_{{rm EL}} propto I^{rm 2}$ in the injection mode and by $I_{{rm EL}} propto I^{rm 4}$ in the avalanche mode.
机译:三个时段$ hbox {Al} _ {{rm 0} {rm .1}} hbox {Ga} _ {{rm 0} {rm .9}} hbox {N / Al} _ {{rm 0} {rm多个量子阱(MQW)被用作制造在6 H-SiC衬底上的Pin二极管的有源区。.15}} hbox {Ga} _ {{rm 0} {rm .85}} hbox {N} $。这些MQW的电致发光(EL)已在注入和雪崩模式下进行了研究。发现$ hbox {Al} _ {{rm 0} {rm .1}} hbox {Ga} _ {{rm 0} {rm .9}} hbox {N} $孔的带间发光在注入模式下,最大峰在364 nm处;在雪崩模式下,最大峰在364–372 nm范围内。最惊人的现象是$ hbox {Al} _ {{rm 0} {rm .15}} hbox {Ga} _ {{rm 0} {rm .85}} hbox {N }在注入模式中也观察到了$势垒,而在雪崩模式中则没有看到。这是通过在两种模式下考虑不同的载体来源和不同的载体运输机制来解释的。发光强度$ I _ {{rm EL}} $在注入模式下由$ I _ {{rm EL}}原型I ^ {rm 2} $和$ I_ { {rm EL}}原型I ^ {rm 4} $在雪崩模式下。

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