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探讨了一类非线性随机积分微分动力系统,并通过Banach不动点方法,给出了该系统零解均方渐近稳定的充要条件,形成了中立多变时滞Volterra型随机积分微分动力系统零解均方渐近稳定性定理。与前人的研究方法不同,该文根据多变时滞随机动力系统各时滞的特点,灵活构造算子,相比以往文献的方法更加灵活实用。文章的结论一定程度上改进和发展了相关研究论文的结果。另外,文章所得结论补充并推广了不动点方法在研究非线性中立多变时滞Volterra型随机积分微分动力系统零解稳定性方面的成果。 相似文献
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Electronic structure and defect states of transition films from amorphous to microcrystalline silicon studied by surface photovoltage spectroscopy 下载免费PDF全文
In this paper, surface photovoltage spectroscopy (SPS) is used to
determine the electronic structure of the hydrogenated transition Si
films. All samples are prepared by using helicon wave plasma-enhanced
chemical vapour deposition technique, the films exhibit a transition
from the amorphous phase to the microcrystalline phase with
increasing temperature. The film deposited at lower substrate
temperature has the amorphous-like electronic structure with two
types of dominant defect states corresponding to the occupied Si
dangling bond states (D0/D- and the empty Si dangling
states (D+). At higher substrate temperature, the
crystallinity of the deposited films increases, while their band gap
energy decreases. Meanwhile, two types of additional defect states is
incorporate into the films as compared with the amorphous
counterpart, which is attributed to the interface defect states
between the microcrystalline Si grains and the amorphous matrix. The
relative SPS intensity of these two kinds of defect states in samples
deposited above 300\du increases first and decreases afterwards,
which may be interpreted as a result of the competition between
hydrogen release and crystalline grain size increment with increasing
substrate temperature. 相似文献