利用全反射原理测定水的折射率

介绍一种利用全反射原理测定水的折射率的方法，实验中利用He—Ne激光束在水底产生点光源，根据全反射原理对水底的暗影和水深进行测量，求出水的折射率。     

微孔膜内大分子有效扩散系数的计算

报道一种计算分子尺寸与构型对微孔内大分子有效扩散系数影响的理论方法。基于刚性圆球分子在圆柱型孔内的扩散理论，定义分子平均投影半径和水力学球半径，分别用于估算孔内外浓度分配系数和孔内水力学拖曳力。对不同构型的大分子，使用该法计算的有效扩散系数与已发表的实验数据吻合良好。     

一阶中立型非线性微分方程解的振动性

本文首先给出了一阶具有正负系数的中立型微分不等式解的振动准则，然后应用该准则研究了一阶中立型非线性微分方程，获得其解振动的判别准则．     

关于不等式2x/π＜sinx＜x,x∈(0,π/2)的四种证法

运用微分方法给出该不等式的四种证法：①中值定理证法；②单调性证法；③极值证法；④凸凹性证法。     

非线性n阶微分方程多点边值问题

用上、下解方法研究了n阶非线性微分方程k点边值问题y(n)=f(t,y(n-2),y(n-1))y(i)(di)=ai(i=0,1,…,n-3),g(y(n-2)(t1),y(n-1)(t1))=0,h(y(n-2)(tk),y(n-1)(tk))=0(1)　　　解的存在性、唯一性。其中tj∈R,j=1,2,…,k;t1相似文献   

仿古唐三彩碎纹釉的研制

介绍了在ＳｉＯ２－ＰｂＯ－Ｆｅ２Ｏ３红色彩绘料基础上，根据 α坯＜α釉且差值 α＞４．０×１０－６１／ｋ的原则，通过添加热膨胀系数大的熔剂原料来增大坯釉不适应性，使釉面产生均匀分布的网状裂纹制成了一种视觉效果良好的唐三彩碎纹釉，同时对其碎纹机理作了初步探讨。     

二阶电路衰减系数α的修正

欠阻尼情况的RLC串联电路,用同频率的正弦波替代电感、电容两端的振荡波,测出电路的附加损耗,对衰减系数的理论值进行修正,可使衰减系数的实验值与理论值趋于一致。     

Premiere在音乐电子相册上的开发与应用

本文介绍了应用多媒体音视频制作软件Premiere pro cc制作出大家喜爱的音乐电子相册的过程。从剖析制作思路,到根据音频进行分镜头拆分,再到运用Premiere技术达到音频与视频同步的效果。完整地呈现了应用Premiere技术开发制作音乐电子相册的方法。     

三种样本相关系数之内在联系

论证了积差相关系数、点二列相关系数和等级相关系数等三种样本相关系数,都是同一概念和公式的不同应用和表现.所述的三种相关系数的使用条件要从它们的原始来源中来理解和要求.     

Experimental Study of Structure Shock Vibration in Soil Caused by Explosion of Conventional Weapons

When hitting underground structures directly or exploding in rock-soil media near underground structures, the conventional weapons with large charge weight will make underground structures be subjected to strong shock vibration and cause personal casualty and damage of precision electronic equipments. The shock vibration has become one of the cardinal killing means of weapons. However, the existing methods of predicting structure shock vibration are limited evidently. In this paper the coupling coefficient of acceleration in clayey soil is obtained firstly. Subsequently based on repeated experiments of chemical explosion, after dimension analysis and by using method of multivariate stepwise regression, the calculation formulae of shock vibration acceleration for the underground structure are obtained finally. The formulae consider top and side explosion respectively, taking into account the effects of penetration depth, charge weight, distance to explosion center, rock-soil media, size of structure and buried depth. They are easy to use with high practicability and degree of confidence, and can provide credible evidence for prediction of shock vibration and vibration isolating design of underground structure.