基于改进形态学运算的图像去噪自适应算法研究

形态学的腐蚀和膨胀两种基本运算固有特征,使其在去除图像噪声的同时,造成图像信息严重丢失.针对这种现象,首先把传统腐蚀膨胀的极值运算改进为中值运算;其次对结构元素进行改进和优化,定义单位结构元素,利用数学方法推导找到零方阵的单位结构元素;最后在这些研究工作的基础上提出一种新的自适应图像去噪算法.对比实验表明:新方法比传统形态学和中值滤波算法在低信噪比环境下具有明显优势,因此在图像去噪中具有广泛的应用前景.     

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MODIS多光谱信息在海上溢油检测中的应用

利用搭载在EOS-Aqua/Terra卫星上的MODIS数据,对长江口溢油、委内瑞拉的马拉开波湖溢油等4次事故进行光谱分析和研究.在对出事海域的卫星数据进行图像处理的基础上,利用MODIS数据的多光谱信息,分析溢油在各个波段的特征,并确定油膜特征比较明显的波段范围,为可见光/近红外卫星监测溢油提供参考.     

姬松茸提取物组分体外抗病毒感染活性的研究

为了探明姬松茸提取物的体外抗病毒感染活性及其作用方式,进而为水产养殖鱼类高效抗淋巴囊肿病毒(lymphocystis disease virus,LCDV)感染活性物质的开发和鲆蝶类淋巴囊肿病的防治奠定基础,利用热水浸提和酒精沉淀法得到了5种姬松茸提取物组分(E1～5),并利用MTT、细胞病变程度观察等方法研究了5种组分对LCDV感染体外培养大菱鲆鳍细胞(turbot fin cells,TF细胞)的影响作用.细胞毒性实验结果显示,5种组分对体外培养TF细胞均无毒性.细胞病变程度结果表明,本文所得5种姬松茸提取物组分尤其是E5组分具有显著的抗LCDV感染TF细胞的活性.不同方式感染的实验结果进一步显示,5种姬松茸提取物组分抗LCDV感染TF细胞的作用可能主要是通过直接灭活病毒和/或阻断病毒吸附细胞来实现的.     

牙鲆GHR基因Promoter区微卫星序列多态性与生长性状关系的初步研究

采用牙鲆GHR基因5'端Promoter区的1个微卫星标记,对胶南和日照2个牙鲆养殖群体进行了群体遗传多样性的研究,并探索该基因多态性位点与牙鲆生长性状之间的相关性.结果表明,2个群体在该座位的等位基因数为12和9个,有效等位基因数为6.26和5.04个,多态信息含量为0.84和0.80.2个群体该座位的Hardy-Weinberg遗传偏离指数均为正值,并没有显示出杂合子缺失,但各基因型分布频率都在一定程度上偏离Hardy-Weinberg平衡(P<0.01).连锁分析中发现,在胶南群体中,IM基因型对应的个体在全重、全长、体长、头长、体高和眼径形态学数据中均是最大的;在日照群体中,BC基因型对应的个体在全重、全长、体高、尾柄高、尾柄长和眼径数据中均是最大的;而CJ基因型对应的个体在体长和头长这两组数据中是最大的.该结果为研究GHR基因的变异对鱼类生长发育的影响及探索将该基因作为生长遗传标记的可行性奠定了实验基础.     

Singularly perturbed solution of coupled model in atmosphere-ocean for global climate

A box model of the interhemispheric thermohaline circulation （THC） in atmosphere-ocean for global climate is considered. By using the multi-scales method, the asymptotic solution of a simplified weakly nonlinear model is discussed. Firstly, by introducing first scale, the zeroth order approximate solution of the model is obtained. Secondly, by using the multi-scales, the first order approximate equation of the model is found. Finally, second order approximate equation is formed to eliminate the secular terms, and a uniformly valid asymptotic expansion of solution is decided. The multi-scales solving method is an analytic method which can be used to analyze operation sequentially. And then we can also study the diversified qualitative and quantitative behaviors for corresponding physical quantities. This paper aims at providing a valid method for solving a box model of the nonlinear equation.