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第三届香港电影金像奖揭晓
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作者 莫邦伟 宋洪荣 《电影评介》 1984年第10期20-20,共1页
第三届香港电影金像奖颁奖仪式于八月四日举行,十二个奖公布如下: 最佳电影:《半边人》最佳导演:方育平(《半边人》) 最佳剧本:《表错七日情》(张坚庭) 最佳男演员:梁家辉(《垂帘听政》) 最佳女演员:叶童(《表错七日情》) 最有前途新人... 第三届香港电影金像奖颁奖仪式于八月四日举行,十二个奖公布如下: 最佳电影:《半边人》最佳导演:方育平(《半边人》) 最佳剧本:《表错七日情》(张坚庭) 最佳男演员:梁家辉(《垂帘听政》) 最佳女演员:叶童(《表错七日情》) 最有前途新人:郑裕玲(《花城》) 最佳摄影:《花城》(黄仲标) 最佳剪接:《半边人》(秋木凉、吴金华) 最佳音乐:《搭错车》(陈志远、李泰全) 最佳电影歌曲:《搭错车》中的插曲《酒干倘卖无》(苏芮) 最佳美术指导:《垂帘听政》(宋洪荣) 最佳武术指导:《人吓人》(洪金宝、元彪、林政英) 《垂帘听政》共得八项提名,除获上列最佳男演员和最佳美术指导两项奖外,还荣获本届十大华语片(优秀片)第二名:被提名最佳女演员的刘晓庆,因故未到。 展开更多
关键词 金像奖 剧本 《半边人》 方育平
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Formation of GaN Nanowires by Ammoniating Ga_2O_3 Films Deposited on Oxidized Al Layers on Si Substrate 被引量:1
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作者 HU Li-jun ZHUANG Hui-zhao XUE Cheng-shan XUE Shou-bin 《Semiconductor Photonics and Technology》 CAS 2007年第1期48-52,共5页
Large quantities of gallium nitride(GaN) nanowires have been prepared via ammoniating the Ga2O3 films deposited on the oxidized aluminum layer at 950 ℃ in a quartz tube. The nanowires have been confirmed as crystalli... Large quantities of gallium nitride(GaN) nanowires have been prepared via ammoniating the Ga2O3 films deposited on the oxidized aluminum layer at 950 ℃ in a quartz tube. The nanowires have been confirmed as crystalline wurtzite GaN by X-ray diffraction, X-ray photoelectron spectrometry scanning electron microscope and selected-area electron diffraction. Transmission electron microscope(TEM) and scanning electron microscopy(SEM) reveal that the nanowires are amorphous and irregular, with diameters ranging from 30 nm to 80 nm and lengths up to tens of microns. Selected-area electron diffraction indicates that the nanowire with the hexagonal wurtzite structure is the single crystalline. The growth mechanism is discussed briefly. 展开更多
关键词 semiconductor material GaN nanowires hexagonal wurtzite structure
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GLOBAL SMOOTH SOLUTIONS FOR SEMILINEAR SCHRDINGER EQUATIONS WITH BOUNDARY FEEDBACK ON 2-DIMENSIONAL RIEMANNIAN MANIFOLDS 被引量:1
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作者 Li DENG Pengfei YAO 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2009年第4期749-776,共28页
This paper considers the existence of global smooth solutions of semilinear schrSdinger equation with a boundary feedback on 2-dimensional Riemannian manifolds when initial data are small. The authors show that the ex... This paper considers the existence of global smooth solutions of semilinear schrSdinger equation with a boundary feedback on 2-dimensional Riemannian manifolds when initial data are small. The authors show that the existence of global solutions depends not only on the boundary feedback, but also on a Riemannian metric, given by the coefficient of the principle part and the original metric of the manifold. In particular, the authers prove that the energy of the system decays exponentially. 展开更多
关键词 Boundary feedback energy decay Riemannian metric semilinear schr6dinger equation.
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