半刚性连接钢框架整体结构屈曲荷载计算模型

在综合考虑梁柱任意半刚性连接及弹性支撑特性的基础上，建立了单层多跨平面钢框架结构整体失稳的线弹性屈曲荷载的解析计算模型，并同时考虑了所有柱脚的半刚性特征，使模型的适用范围更为广泛．本模型中的半刚性连接特性通过在所有梁柱连接处设置虚拟约束弹簧实现，弹性支撑则通过在柱顶引入具有任意刚度参数的水平弹簧实现．基于上述的基本模型，通过对所有构件建立失稳状态的控制方程并引入相应的连续性条件和边界条件，建立了平面单层任意多跨框架结构整体失稳的临界荷载解析计算方法，并研制了相应的计算程序．分析结果表明，半刚性连接特性和水平支撑效应对框架结构整体稳定性的影响极为显著，而且作用于多跨框架结构柱硕竖向荷载的分布特征对结构的整体稳定性有不可忽视的影响．另外，结构的支撑刚度及节点的半刚性连接特性对单层框架整体稳定性的影响具有明显的界限性和区间效应，对此需进一步开展深入研究．     

A construction of a nonparametric quantum information manifold

We present a construction of a Banach manifold structure on the set of faithful normal states of a von Neumann algebra, where the underlying Banach space is a quantum analogue of an Orlicz space. On the manifold, we introduce the exponential and mixture connections as dual pair of affine connections.     

Nonholonomic connections with extended Galilean groups of transformations

We continue the investigation of regular representations of the extended Galilean group {ie463-01} acting on the smooth canonical fiber bundle π: R ⁿ⁺¹ → I R ⁿ . First-and second-order nonholonomic affine connections Γ ₁, Γ ₂, Γ _1,2 are constructed using the results presented in papers [3, 4, 5, 6].     

A fuzzy logic approach to detect hotspots with NOAA/AVHRR image using multi-channel information fusion technique

This paper proposes a novel approach to detect hotspots using NOAA advanced very high resolution radiometer (AVHRR) for the Jharia, Jharkhand (India) region. Jharia coalfield in Jharkhand is the richest coal bearing area in India that contains a large number of mine fires which have been burning for several decades. In this paper, a fuzzy based methodology has been applied for the determination of hotspots to Jharia AVHRR images based on a theoretical model that establishes relationship among AVHRR channel 4, channel 5 and different vegetation indices. The algorithm consists of four stages: data preprocessing, multi-channel information fusion, hotspot detection using fuzzy logic approach and validation of result. The most commonly used existing algorithms like contextual algorithms, multi-thresholding, entropy based thresholding, and genetic algorithms have limitation that they need some mathematical model for training in order to get the required result. The employed fuzzy logic approach overcomes this requirement and in addition, it is flexible, tolerant of imprecise data and is based on natural language. The results were compared with the results obtained by ground survey and a good agreement has been obtained between observed and predicted hotspots.     

Lax connections and Solutions of the Hybrid Superstring on AdS2×S2

In this paper, we show that the Lax connections can yield new classical solutions with a spectral parameter of the hybrid formulism for the Type IIB superstring in an AdS ₂ × S ² background with Ramond-Ramond flux. This series of classical solutions have the same infinite set of classically conserved charges.      

网络技术在水文情报传输上的应用

主要阐述应用局域网技术和广域网技术进行水情信息的传输。     

A note on Pontrjagin forms

Let be a principal bundle over a manifold of dimension , and let be its -dimensional Pontrjagin class. In this paper, we aim at answering the following question: Which representatives of the class can be realised as the Pontrjagin form of some connection on ?

     

浅析移动通信的网络优化

根据长期从事移动通信网络优化工作所积累的经验，就影响移动网通信质量问题的相关因素，做了分析，并介绍了为提高通信质量而采取的网络优化措施及所取得的良好效果。     

On the distributions of the form ∑i (δpi−δni)

We present some properties of the distributions T of the form ∑_i (δ_pi−δ_ni), with ∑_i d(p_i,n_i)<∞, which arise in the study of the 3-d Ginzburg–Landau problem; see Bourgain et al. (C. R. Acad. Sci. Paris, Ser. I 331 (2000) 119–124). We show that there always exists an irreducible representation of T. We also extend a result of Smets (C. R. Acad. Sci. Paris, Ser. I 334 (2002) 371–374) which says that T is a measure iff T can be written as a finite sum of dipoles.     

Connections and Distributions on Quantum Hyperplane

In this paper we introduce basic notions from noncommutative geometry to the quantum hyperplane: linear connections, submanifolds, distributions and we give a Frobenius type theorem for the quantum hyperplane.