溶剂类型对GAP凝胶性能的影响

采用溶胶-凝胶法分别在5种溶剂中制备出了GAP凝胶,利用红外光谱、TG、DSC对其结构及热性能进行分析,并测试了其交联密度相对特征值及凝胶质量分数.结果表明,所制备的GAP凝胶均具有良好的热稳定性,密度为0.455～0.556g/cm3,且随着所选用的溶剂的极性减小,GAP凝胶的质量分数与交联密度增大,耐热性提高,分解放热增大,机械性能增强.     

奇异分数阶微分方程积分边值问题正解的存在性

考虑具有Riemann-Stieltjes积分边界条件的Caputo型分数阶微分方程, 在允许非线性项奇异的条件下, 建立分数阶微分方程Riemann-Stieltjes积分边值问题正解的存在性定理, 并运用混合单调算子方法和半序集合上的不动点定理证明存在性定理的正确性. 实例表明了所得结论的适用性.     

无穷区间上分数阶微分方程脉冲解的存在性

利用修正的紧性判别准则和Schauder不动点定理, 研究Banach空间中一类具有无穷多个脉冲点的分数阶微分方程的初值问题, 得到了该类方程解的存在性.     

无穷区间上分数阶耦合微分系统积分边值问题正解的存在性

分数阶微积分被广泛应用于流体力学、电化学分析、生物系统的电传导等领域,分数阶微分方程的边值问题已成为研究热点,无限区间上的边值问题是其中比较困难的部分,针对这种边值问题,提出了一类无穷区间上具有积分边界条件的分数阶耦合微分方程;应用格林函数及分数阶微积分的有关结论,将这类无穷区间上具积分边界条件的分数阶耦合微分方程边值问题转化为等价的积分系统;引入函数乘积空间和二维积分算子,借助锥上Krasnoselskii不动点定理,并利用一些分析技巧,得到此边值问题至少存在一个正解的充分条件,建立了无限区间上分数阶耦合边值问题正解存在性的新结果。     

一类分数阶微分方程三点边值问题正解的存在性与不存

运用锥拉伸与锥压缩不动点定理, 研究一类含两个扰动参数的Riemann Liouville型分数阶微分方程三点边值问题, 建立并证明该问题正解的存在性定理与不存在性定理. 所得结果表明, 参数对正解的存在性有影响.     

基于免疫时滞的HIV分数阶微分方程模型的稳定性分析

通过将Caputo导数和细胞免疫时滞同时引入HIV感染建模,建立了一类分数阶HIV免疫时滞微分方程模型,对其平衡点进行了稳定性分析,获得了感染免疫平衡点稳定对参数要求的充分条件.     

Capacity of soil to protect organic carbon and biochemical characteristics of density fractions in Ziwulin Haplic Greyxems soil

Physical protection is one of the important ways to stabilize organic carbon in soils. In order to understand the role of soils as a carbon sink or source in global climatic change and carbon cycles and properly manage soils as a carbon sink, we ought to know how many organic carbon (OC) in a given soil could be protected. By a density fractionation approach and ultrasonic technique, each soils ample was divided into three fractions: free light fraction (free-LF), occluded fraction (occluded-LF) and heavy fraction (HF). The obtained fractions were analyzed for total OC content, carbohydrate content and recalcitrant OC content. The results showed: ( i ) In the whole soil profile, dominance of OC consistently decreased in the following order: HF, free-LF, occluded-LF. This suggested that OC in soils were mostly protected. From 0---10 to 60---80 cm horizons, the OC in free-LF decreased from 25.27% to 3.72%, while OC in HF they were increased from 72.57% to 95.39%. The OC in occluded-LF was between 2.16% and 0.89%. (ii) Organic carbon recalcitrance in free-LF was similar to that in HF, and was even higher than that in HF below the surface horizon. This suggested that free-LF was not always the most fresh and non-decomposed fraction. OM quality of HF was higher than that of free-LF in the surface 10 cm below, namely the protected OM had higher quality than free OM in these horizons.     

一类非线性分数阶微分方程边值问题解的存在性

利用Schauder不动点定理给出下面非线性分数阶微分方程边值问题D0α+u(t)=f(t,u(t)),0相似文献   

具有单满分解条件的态射广义逆

本文研究了带有对合自反变函子σ范畴中具有单满分解条件的态射广义逆问题，得到了ｆ有σ－广义逆的充要条件及相应的几个等价命题，推广了（１）中定理２的结果。     

钢筋影响下混凝土中氯离子质量分数累积研究

针对钢筋影响下混凝土中氯离子质量分数的预测,试验研究了钢筋表面氯离子质量分数累积情况;通过定义容量系数和传递系数给出了氯离子非稳态扩散的质量守恒矩阵方程,将所编译的扩散模块与ANSYS链接得到混凝土中氯离子质量分数累积的数值模拟方法,并作了有效性验证.研究表明:该方法能够灵活地预测考虑钢筋存在的同时,各种复杂截面形状的混凝七构件在单一或多边界同时遭受氯离子侵蚀时的氯离子质量分数累积.