基于无人机高光谱特征参数和株高估算马铃薯地上生物量

地上生物量(above-ground biomass,AGB)是评价作物长势及其产量估测的重要指标,对指导农业管理具有重要的作用.因此,快速准确地获取生物量信息,对于监测马铃薯生长状况,提高产量具有重要的意义.于马铃薯现蕾期、块茎形成期、块茎增长期、淀粉积累期、成熟期获取成像高光谱影像、实测株高(heigh,H)、地上...     

基于小波分析的马铃薯地上生物量估算

地上生物量(AGB)是作物长势评价及产量预测的重要指标,因此快速准确地估算AGB至关重要.由于传统植被指数(VIs)估算多生育期的AGB存在饱和现象,因此,利用VIs结合基于离散小波转换(DWT)的影像小波分解(IWD)技术提取的高频信息和连续小波转换(CWT)技术提取的小波系数,探究VIs,VIs+IWD和VIs+C...     

基于超疏水高黏附结构的痕量农药分子现场检测SERS基底研究

多种农药,包括孔雀石绿(MG)作为禁用兽药,存在食用致癌的风险.由于MG低廉的价格和极好的药效,在渔业养殖中一直被不法商贩非法使用,使得鱼类生鲜中时有MG残留检出.针对MG分子痕量残留的检测,目前一般是抽取少量养殖水样,再利用高效液相色谱柱、液相色谱-光谱等方法来评估其是否超标.这类传统的检测方法一般需要依赖价格昂贵的...     

FTIR光谱快速鉴别刺梨黄酮的研究

采用傅里叶变换红外光谱(FTIR)分析了新鲜野生刺梨果肉、烘干刺梨果肉以及室温存放数日后刺梨果肉的红外光谱特性.为对比新鲜果肉与烘干果肉样品中刺梨黄酮的红外光谱特性,以新鲜野生刺梨果实为研究对象,分别采用了超声辅助溶剂萃取法和超声结合酶辅助半仿生法提取刺梨黄酮.并使用无水乙醇作为超声辅助溶剂萃取法的萃取剂萃取刺梨黄酮,...     

面向原子制造的框架核酸研究进展

框架核酸是核酸分子通过自组装形成的一维到三维的框架结构,不仅能精准定位功能基元,还可实现在纳米甚至原子级尺度上进行力学、光学和电学等物理性质,以及单分子水平化学与生化反应的精准调控.利用框架核酸对物质进行原子级的人工自组装,可实现基本构筑单元的精准物理排布与功能化集成,进而实现器件制造,有望推动从原子到宏观的精确功能化...     

钙钛矿/硅异质结叠层太阳电池:光学模拟的研究进展

近几年,钙钛矿/硅异质结叠层太阳电池发展迅速,效率已经从13.7％提升到29.1％.由于叠层电池器件的制作工艺复杂,而叠层太阳电池中的光学损失对转换效率的影响很大,所以通过光学模拟进而获得高效电池至关重要.本文首先从商业软件和自建模型两方面概述了光学模拟的方法,接着从反射损失和寄生吸收两方面针对光学模拟研究进展进行了总...     

大气压非平衡等离子体甲烷干法重整零维数值模拟

大气压非平衡等离子体由于其独特的非平衡特性,可为甲烷和二氧化碳稳定温室气体分子活化和重整提供非热平衡和活化环境.本文采用了零维等离子体化学反应动力学模型,考虑了详细的CH4/CO2等离子体化学反应集,重点研究了反应气体CH4/CO2摩尔分数(5％—95％)对大气压非平衡等离子体甲烷干法重整制合成气和重要含氧化合物的影响...     

Tolman length of simple droplet: Theoretical study and molecular dynamics simulation

In 1949, Tolman found the relation between the surface tension and Tolman length, which determines the dimensional effect of the surface tension. Tolman length is the difference between the equimolar surface and the surface of tension. In recent years, the magnitude, expression, and sign of the Tolman length remain an open question. An incompressible and homogeneous liquid droplet model is proposed and the approximate expression and sign for Tolman length are derived in this paper. We obtain the relation between Tolman length and the radius of the surface of tension(R_s) and found that they increase with the Rs decreasing. The Tolman length of plane surface tends to zero. Taking argon for example, molecular dynamics simulation is carried out by using the Lennard–Jones(LJ) potential between atoms at a temperature of 90 K. Five simulated systems are used, with numbers of argon atoms being 10140, 10935, 11760, 13500, and 15360, respectively. By methods of theoretical study and molecular dynamics simulation, we find that the calculated value of Tolman length is more than zero, and it decreases as the size is increased among the whole size range. The value of surface tension increases with the radius of the surface of tension increasing, which is consistent with Tolman’s theory. These conclusions are significant for studying the size dependence of the surface tension.     

信息化课堂教学设计--以“刚体定轴转动的角动量及角动量守恒定律”为例

遵循“学生主体、教师主导”的教育教学理念,借助信息化教学工具,合理有效地设计好每一个教学环节.采用演示、体验、探究、问题导向和分组讨论等教学手段和方法,让学生在课堂中自主发现问题、分析问题并解决问题,实现“学生做中学、教师做中教”,大大提升教学效果.     

Multifractality in Quasienergy Space of Coherent States as a Signature of Quantum Chaos

We present the multifractal analysis of coherent states in kicked top model by expanding them in the basis of Floquet operator eigenstates. We demonstrate the manifestation of phase space structures in the multifractal properties of coherent states. In the classical limit, the classical dynamical map can be constructed, allowing us to explore the corresponding phase space portraits and to calculate the Lyapunov exponent. By tuning the kicking strength, the system undergoes a transition from regularity to chaos. We show that the variation of multifractal dimensions of coherent states with kicking strength is able to capture the structural changes of the phase space. The onset of chaos is clearly identified by the phase-space-averaged multifractal dimensions, which are well described by random matrix theory in a strongly chaotic regime. We further investigate the probability distribution of expansion coefficients, and show that the deviation between the numerical results and the prediction of random matrix theory behaves as a reliable detector of quantum chaos.