基于稳定函数的支撑结构系统临界力计算方法

基于稳定函数，给出了求解支撑结构系统临界力的计算方法，推导了不同荷载作用位置的3种双层支撑结构系统临界力的计算公式.结果表明:基于稳定函数的理论推导公式求出的解析解与二阶弹性分析数值解计算结果相近，误差均在3%以内;双层1~3跨带摇摆柱支撑结构系统总承载力理论值与试验值的结果验证了本文求解支撑结构系统临界力计算方法的准确性.基于稳定函数的支撑结构系统临界力计算方法具有普遍的适用性、较高的计算精度，为工程应用提供理论基础.     

The support designs of the triply even binary codes of length 48

In this paper, we present examples of codes all of whose weight classes support 1‐designs, with duals whose classes include two that support 2‐designs. We can find these examples in the triply even binary codes of length 48, which have been classified by Betsumiya and Munemasa.     

One‐pot green synthesis of Cu/bone nanocomposite and its catalytic activity in the synthesis of 1‐substituted 1H‐1,2,3,4‐tetrazoles and reduction of hazardous pollutants

In this work, a simple and green method is reported for the biosynthesis of Cu/bone nanocomposite using Cordyline fruticosa extract as a stabilizer and reductant. Animal bone was used as a natural support to prevent the accumulation of Cu nanoparticles. The catalytic activity of Cu/bone nanocomposite was assessed in the synthesis of 1‐substituted 1H‐1,2,3,4‐tetrazoles and reduction of various organic dyes, including 4‐nitrophenol (4‐NP), nigrosin (NS), congo red (CR) and methylene blue (MB). The best catalytic performance in the synthesis of 1‐substituted tetrazoles was achieved using 0.05 g of Cu/bone nanocomposite at 120°C. In addition, under optimal conditions, the absorption bands corresponding to 4‐NP, CR, NS and MB completely disappeared after about 6 min, 3 min, 50 s and 7 s, respectively. The biosynthesis protocol used in the preparation of Cu/bone nanocomposite offers a very attractive area for further research.     

PSO-LSSVM对LIBS定量分析精度的提高

针对土壤定量分析受基体效应影响大，LIBS定量分析精度不佳等问题，采用粒子群算法对LSSVM进行优化，提高模型的精确度。选取Pb Ⅰ 405.78 nm和Cr Ⅰ 425.44 nm作为分析谱线进行分析。采集十二个不同浓度样品的特征光谱，每个浓度样品在不同点采集20组数据，将其中17组数据设为训练集，3组数据设为预测集，用LSSVM和PSO-LSSVM两种方法建立定标模型。对比两种模型的拟合相关系数（R2）、训练集均方根误差（RMSEC）和预测集均方根误差(RMSEP)。由于自吸收效应的影响，随着浓度的增加，预测值逐渐低于实际值，LSSVM定标模型的拟合程度较低，无法达到实验要求，模型性能有待提高。利用粒子群算法对LSSVM的模型参数惩罚系数和核函数参数进行优化，得到最佳的参数组合，Pb元素为(8 096.8, 138.865 7)，Cr元素为(4 908.6, 393.563 5)，用最佳的参数组合构建LSSVM的定标模型。相比于LSSVM，PSO-LSSVM定标模型的精确度更高，Pb和Cr元素的R2提高到了0.982 8和0.985 0，拟合效果明显提升。Pb和Cr元素的训练集均方根误差由0.026 0 Wt%和0.027 2 Wt%下降到0.022 4 Wt%和0.019 1 Wt%，预测集均方根误差由0.101 8 Wt%和0.078 8 Wt% 下降到0.045 8 Wt%和0.042 0 Wt%，模型的稳定性进一步提高。说明PSO-LSSVM算法能够更好地降低土壤基体效应和自吸收效应带来的影响，提高分析结果的精确度与稳定性。     

Formation and accumulation of contact deficiencies in a tunnel segmented lining

Damages observed in tunnels constructed with tunnel boring machines affect the overall quality of the structure and the efficiency of the construction process. Most of these damages are caused by contact deficiencies between segments that are generated by the sum of several tolerances on the shape and on the placement of the lining. Moreover, the imperfection of one ring affects the placement of the following ones, inducing an accumulation mechanism that magnifies the imperfection expected due to the sum of tolerances in a single isolated ring. The overall consideration of these phenomena yields an intricate analysis that must take into account some important probabilistic aspects. This paper explains how the tolerances may evolve into the contact deficiencies found in practice. Initially the types of tolerances and contact deficiencies more likely to affect the structural behavior of the lining are analyzed. A mathematical model is proposed to explain the relation between tolerances and contact deficiencies. The predictions obtained with the model are then compared with the measurements performed in the tunnel of Line 9 in Barcelona. The results obtained reinforce the importance of the model proposed in this study, which quantifies aspects that so far could only be studied qualitatively or on a trial and error basis.     

试论高校图书馆的教育支持服务体系

从有利于高校教育发展与支持教学工作的角度出发,分析了高校图书馆现有管理体系中存在的问题,并以支持教育教学发展为目的,提出了教育支持服务管理体系,以期能为高校图书馆管理者提供一些帮助。     

A polynomial smooth epsilon-support vector regression based on cubic spline interpolation

Regression analysis is often formulated as an optimization problem with squared loss functions.Facing the challenge of the selection of the proper function class with polynomial smooth techniques applied to support vector regression models,this study takes cubic spline interpolation to generate a new polynomial smooth function |x|_ε~2 in ε-insensitive support vector regression.Theoretical analysis shows that S_ε~2-function is better than p_ε~2-function in properties,and the approximation accuracy of the proposed smoothing function is two order higher than that of classical p_ε~2-function.The experimental data shows the efficiency of the new approach.     

Guiding functions and periodic solutions for inclusions with causal multioperators

In the present paper, the method of guiding functions is applied to study the periodic problem for a differential inclusion with a causal multioperator. At first we consider the case when the multioperator is closed and convex-valued. Then the case of a non-convex-valued and lower semicontinuous right-hand part is considered. Thereafter, the theory is extended to the case of non-smooth guiding functions.