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0622644双核铜(Ⅱ)配合物[Cu(α-Furoic acid)_2(H_2O)]_2·(H_2 O)_2的合成、晶体结构及电化学研究[刊,中]/李薇//衡阳师范学院学报．—2006,27(3)．—49-52(G) 0622645腔模红移对非线性微腔双稳态阈值的影响[刊,中]/沈小明//量子电子学报．—2006,23(3)．—413-415(L)影响非线性微腔双稳态阈值的因素很多,例如电介质折射率、周期数、缺陷层厚度、谱线宽度等。但是腔模红移起到了十分重要的作用。从理论上分析了红移对稳态阈值的影响,并作了数值模拟。红移是研究双稳态阈值首先要考虑的问题。参14
Synthesis, Crystal Structure and Electrochemical Study of Cu (Ⅱ) Complex [Cu (α-Furoic acid) _2 (H_2O)] _2 · (H_2 O) _2 [期刊] / 李薇 // Hengyang Normal University Journal. -2006, 27 (3). Influence of cavity mode redshift on the bistable threshold of a nonlinear microcavity. Journal of Quantum Electronics. -2006, 23 (3). -413-415 (L) There are many factors affecting the threshold value of nonlinear microcavity bistability, such as dielectric refractive index, number of cycles, defect layer thickness, spectral line width and so on. However, the cavity mode red shift played a very important role. The influence of redshift on steady-state threshold is analyzed theoretically and numerically. Redshift is the first issue to consider when studying bistability thresholds. Reference 14