Interpretation of remote sensing of geological structures and prediction of gold mineralization in Mohe area and its adjacent region

The authors took the ETM ＋ multi-spectra data as the data information and correlation coefficient for each band and carried out their information volume statistics. According to certain criteria, the authors also determined the optimum band-combined image. The image clarity is improved by various enhancements and fusions method. Based on remote sensing geological interpretation in detail, the relationship between remote sens- ing geological characters and gold mine were analyzed systemically. Using all kinds of remote sensing structure information, combining other research data, the authors determined mainly ore-controlling ore structure. Several prospective areas of gold ores were determined and furthermore significant finding mine target areas was confirmed.     

GROUNDWATER QUALITY AND CONTAMINATION INDEX MAPPING IN CHANGCHUN CITY, CHINA

1INTRODUCTIONGroundwater in Changchun City assures about 45% of total water supply. Drinking water supply of Chang-chun City was mostly served by surface water from Shitoukoumen and Xinlicheng reservoirs located in the east and south of the city (ZHANG, 1993). However, with the development of urban construction the ground-water especially from deep boreholes is also used for drinking purpose in suburban areas. The urbanization process in Changchun City threatens the groundwater quali…     

预啁啾和脉冲沿锐度对光脉冲线性传输的影响

从忽略光纤非线性效应的光脉冲非线性薛定谔方程出发,在光纤正色散区,利用傅立叶变换和反傅立叶变换模拟了不同初始啁啾的二阶与四阶超高斯光脉冲波形随距离的三维演化.分析讨论了脉冲沿锐度以及脉冲预啁啾对脉冲波形演化的综合影响.结果表明:不论脉冲有无预啁啾,光脉冲波形最终都将随着传输距离的增大而展宽.但是负预啁啾将使脉冲波形在脉冲传输的初始阶段发生严重的畸变,即脉冲会分裂成尖峰结构,并且尖峰的数目和能量分布随距离而变.而当预啁啾为正或零时,脉冲前期的畸变很弱.随着脉冲沿锐度的增大,脉冲畸变会加强.此外,在脉冲的前后边缘会出现矮小的峰.整个脉冲波形都是中心对称的.     

对电提取离子法找矿的建议

针对电提取离子法找矿工作中存在的问题,提出了一些改进建议,强调建立“参照系”采样工作的重要性,并提出以“提取系数”作为成果评价的基础.     

二度规则磁性体的通用解释法

利用二度磁性体复变函数表达式,导出通用的解释公式,为求解各种二度体的反演问题提供一条捷径.     

基于免疫进化算法的排放口最优规划

免疫进化算法是在现有进化算法的基础上发展起来的一种新的优化算法,其具有许多独特的性能.把该算法应用于排放口最优规划,结果表明:免疫进化算法不仅取得了良好的应用效果,而且成功地解决了此类问题中存在的非线性目标函数、约束条件过于复杂、"维数灾"等问题.