高维Euler方程组的强松弛极限

利用能量积分, 讨论在初值充分小的情形下, 高维带有阻尼项的Euler方程组光滑解的整体存在性和强松弛极限, 得到了解的一致先验估计, 并证明当松弛时间趋于0时, 整体解的渐近行为由多孔渗流方程控制.     

Banach空间的K一致光滑性

对Banach空间给出了一种K一致光滑性的概念。证明了它与K一致凸性具有对偶性。同时还给出Banach空间成为K一致光滑空间的一个定量形式的充分条件．     

乙酰胆碱对人胃粘膜上皮细胞和胃腺癌细胞内Ca2+、Mg2+浓度的影响

目的:探讨乙酰胆碱对人胃粘膜上皮细胞和胃腺癌细胞内Ca2 、Mg2 浓度的影响。方法:利用大型生化分析仪,检测了乙酰胆碱作用后培养的人胃粘膜上皮细胞和胃腺癌细胞内Ca2 、Mg2 的浓度。结果:与正常胃粘膜上皮细胞比较,胃腺癌细胞内Ca2 、Mg2 浓度偏低(P>0 01)。在乙酰胆碱作用下,胃粘膜上皮细胞内Ca2 浓度升高(P<0 01),Mg2 浓度降低(P<0 01);胃腺癌细胞仅有Ca2 浓度升高(P<0 05),Mg2 浓度无变化。阿托品能阻断乙酰胆碱的作用(P<0 05)。结论:乙酰胆碱对胃粘膜上皮细胞和胃腺癌细胞的作用是通过毒蕈碱受体实现的。     

田径运动肌肉损伤及康复对策研究

在田径教学、训练与比赛中,由于没有完全遵循人体运动的生理规律和调控生物节律,不能使机体的工作运行保持在良好的竞技状态,导致各种各样的运动创伤,严重地影响教学、训练与运动成绩的提高.文章从运动医学理论对田径运动中肌肉损伤的原因进行分析,寻找科学的田径运动损伤康复手段。     

改善a-Si太阳电池界面特性的新方法

本文介绍一种用非晶金属硅化物改善a—Sipin太阳电池TCO/p界面特性的新方法.文章中详细讨论了载流子的传输模型并给出了一系列的实验数据.利用这种方法,用单反应室等离子体CVD装置使a—Si电池的短路电流提高了10%以上,并已获得10.6%的转换效率.     

Influence of Microstructure and Sintering Routes on Transport Properties of Apatite Materials for Fuel Cells

1 Results Oxy-apatite materials are thought as zirconia-substitutes in Solid Oxide Fuel Cells due to their fast ionic conduction. However, the well known difficulties related to their densification prevent them from being used as such. This study presents strategies to obtain oxy-apatite dense materials and the influence of elaboration route on transport properties. Particular emphasis is put on the microstructure effect on ion conduction. By the combined use of freeze-drying and conventional or spark p...     

New Membranes Based on Polybenzimidazole for Polymer Fuel Cells

1 Results Acid-doped polybenzimidazoles[1] are particularly appealing because of high proton conductivity with no or low humidification and promising fuel cells performances. PBI, in fact, contains basic functional groups which can easily interact with strong oxo-acids, such as H3PO4 and H2SO4. The acid partially protonates the polymer and partially is freely dispersed in the polymer backbone, so allowing proton migration via Grotthuss mechanism along the anionic chains[2]. Anyway, a technological limit...     

奇异积分算子对p幂可积函数的逼近常数的上界估计

本文探讨由正偶核确定的奇异积分算子对连续函数的逼近常数与对p幂可积函数的逼近常数之间的关系,并由此得到Fejér算子、Jackson算子和Vallee-Poussin算子对p幂可积函数逼近常数的上界。     

B值随机变量序列部分和的矩的收敛速度

本文讨论2阶一致光滑空间及2型空间中随机变量序列部分和的矩的收敛速度问题,所得定理推广了Chow的结果。     

DEA-based anti-HIV immunotherapy model

Acquiredimmunitydeficiencysyndrome(AIDS)isoneofthemostfataldiseasesthathasspreadacrossthewholeworldsinceitfirstoccurred.Itiscausedbythehumanimmunodeficiencyvirus(HIV)[1].Mostofthechemotherapiesareaimedatkillingorhaltingthepathogen,butanewtreatmentistoreduceviralpopulationandimprovetheimmuneresponse.Thistreatmentcanboosttheimmunesystemandservetohelpthebodyfightinfectiononitsown,soitiscalledantiHIVimmunotherapy[2,3].TheaimofthisworkistofindefficientstrategiesforsuchtreatmentsusingtheDataEnv…