用电位差计测电流表内阻

本文提出几种利用电位差计测电流表内阻的方法和计算不确定度的公式，引做了实验验证和综合评述。     

具有偶数自由度的F分布函数的数值计算

给出了关于具有偶数自由度的F分布函数在偶数自由度方向进行递推的数值计算.它与常用的交替递推算法相比,减少了计算量和累积误差.针对该方法可能出现的超字长问题,亦提出了分析和解决办法.     

关于Fejer算子的逼近度

用Ｋｎ记Ｆｅｊｅｒ算子的逼近度．本文证明是单调增加的，而且     

某办公大楼加层加固方案

详细地介绍了某高校办公大楼的加固加层方案,该方案简单、易行.经沉降观测和竣工后的定期检测证实此方案不仅能较大范围地提高构件的承载力，而且能很好地满足办公使用功能上的要求.     

一类共振条件下的高阶p-Laplacian算子多点边值问题

主要讨论了下列n阶带p-Laplacian算子多点边值问题在共振条件下解的存在性.(Φp(x(n-1)))′+f(t,x,x′,…,x(n-2))=0,0相似文献   

Forcing highly connected subgraphs

A theorem of Mader states that highly connected subgraphs can be forced in finite graphs by assuming a high minimum degree. We extend this result to infinite graphs. Here, it is necessary to require not only high degree for the vertices but also high vertex‐degree (or multiplicity) for the ends of the graph, that is, a large number of disjoint rays in each end. We give a lower bound on the degree of vertices and the vertex‐degree of the ends which is quadratic in k, the connectedness of the desired subgraph. In fact, this is not far from best possible: we exhibit a family of graphs with a degree of order 2^k at the vertices and a vertex‐degree of order k log k at the ends which have no k‐connected subgraphs. Furthermore, if in addition to the high degrees at the vertices, we only require high edge‐degree for the ends (which is defined as the maximum number of edge‐disjoint rays in an end), Mader's theorem does not extend to infinite graphs, not even to locally finite ones. We give a counterexample in this respect. But, assuming a lower bound of at least 2k for the edge‐degree at the ends and the degree at the vertices does suffice to ensure the existence (k + 1)‐edge‐connected subgraphs in arbitrary graphs. © 2006 Wiley Periodicals, Inc. J Graph Theory 54: 331–349, 2007     

0.5 mm金刚石X射线相位延迟板及偏振度的标定

在利用步辐射光源的偏振特性进行自旋相关X射线散射及吸收谱实验来研究材料的磁学性质时，需要应用圆偏振光，这就提出了对具有高通量、高偏振度' 长连续可调的圆偏振X射线的需求；另一方面标定实验所用X射线的圆偏振度也成为这一研究领域的关键技术。由于X射线多光束衍射强度与σ场和π场的光程差δ相关，通过测量圆偏振分析晶体的多光束衍射的强度分布，可以获得入射X射线的圆偏振度。实验在美国国家同步辐射光源实验室X25光束线实验站进行，光子能量为7．1keV的圆偏振X射线由线偏振X射线经过一厚度为0．5mm、晶面为[111]的金刚石晶体产生。通过测量多光束衍射强度，确定了斯托克斯参量。实验值与X射线动力学理论计算结果能较好地吻合。     

切削加工中影响表面粗糙度因素的分析与对策

勿削加工中影响加工表面粗糙度有各种因素，改善表面质量有诸多方法。     

Existence of nontrivial nonnegative periodic solutions for a class of doubly degenerate parabolic equation with nonlocal terms

In this paper, the authors establish the existence of nontrivial nonnegative periodic solutions for a class of doubly degenerate parabolic equation with nonlocal terms by using the theory of Leray-Schauder's degree.     

On Nondeterminism,Enumeration Reducibility and Polynomial Bounds

Enumeration reducibility is a notion of relative computability between sets of natural numbers where only positive information about the sets is used or produced. Extending e-reducibility to partial functions characterises relative computability between partial functions. We define a polynomial time enumeration reducibility that retains the character of enumeration reducibility and show that it is equivalent to conjunctive non-deterministic polynomial time reducibility. We define the polynomial time e-degrees as the equivalence classes under this reducibility and investigate their structure on the recursive sets, showing in particular that the pe-degrees of the computable sets are dense and do not form a lattice, but that minimal pairs exist. We define a jump operator and use it to produce a characterisation of the polynomial hierarchy.