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The research firstiy carry out the experiment of each common panel-furniture part joining test sample tensile strength, and has obtained some result and mathematical model formulas; Next has carried on the experimental determination to the load application and displacement, and using the linear return and materials mechanics calculated each kind of connecter joining intensity value and the simulate modulus of rigidity *, then has carried on the comparison and the analysis separately from these two aspects to them.

本文先是对各种常见的板式家具部件结合试件的最大抗拉拉力进行了实验,并得出了对比结果和一些数学模型公式;其次对挠度与载荷进行了实验测定,然后利用线形回归和材料力学等知识计算出了各种连接件的结合强度和模拟抗弯刚度*,并从这两方面分别对它们进行了比较和分析。

The lattice parameters in both solid solution at equilibrium andextended solid solution prepared by melt quenching seem to be predicted with moreaccuracy.By this modified model,the lattice parameters of Cu-Al,Cu-Si and Ni-Al systems solid solution at equilibrium and Ag-Sn,Ag-La and Ag-Gd extendedsolid solution were calculated.They are in better agreement with the experimentalvalues than the Moreen′s.

用本修正方法可以更准确地预测平衡固溶体和溶体淬火制备的扩展固溶体的品格常数,计算了Cu-Al,Cu-Si,Ni-Al平衡固溶体和Ag-Sn,Ag-La,Ag-Gd系扩展固溶体的晶格常数,本修正方法计算比Moreen模型计算与试验相符更好。

Besides discussing several interpolating value methods ,this paper also provides the nearest neighbor method, moving average method and so on.

分析了几种基本的插方法,并给出了最近邻点插,移动平均插等方法。

Results The CD4+ cell counts increased 22 cell/L (t=2.08, P=0.03) when compared with the baseline. IL-2 and IFN-γ increased 7.29pg/mL and 3.82pg/mL respectively (t=3.46, P=0.00; t=5.94, P=0.00), while IL-4 reduced 3.71pg/mL(t=8.18, P=0.00); HIVRNA deceased 0.40 lg copy/mL (t=2.65, P=0.02); 6 patients gained weight of more than 2 kg, 10 patients gained weight of no more than 2 kg. The results of blood mutine examination, liver and renal function were normal. No obvious adverse events were observed.

结果 治疗24周,CD4+细胞数较基线(0周)平均上升22/μL(t=2.08,P=0.03);细胞因子白细胞介素-2和干扰素-γ较基线分别平均上升7.29pg/mL和3.82pg/mL(分别t=3.46,P=0.00;t=5.94,P=0.00),IL-4下降3.71pg/mL(t=8.18,P=0.00);HIV RNA较基线平均下降0.40lg拷贝/mL(t=2.65,P=0.02);体重上升>2kg者6例,增减未超过2kg者10例,患者体重评分有效率72.73%;血常规、肝肾功能等结果均在正常范围内;未观察到不良事件。

We can regard the narrow gauge mine car and the level man car as a evolution of the inclined-shaft man car ,the computing methods of the radius of curvature between them are same,so the study of the passing radius of curvature for the inclined-shaft man car is of great significance,which will produce far-reaching effect for design,test,research and development of the man car and the gauge car.

矿用窄轨矿车和平巷人车可以看成是斜井人车的一种演变,其曲率半径的取方法同斜井人车的曲率半径取方法基本上是一致的,所以斜井人车所能通过的曲率半径的取方法的研究有着重要的意义,对人车和窄轨矿车的设计、检测检验、研发也有着深远的影响。

The whole impedance deviation at the positive or negative limit terminal is rather smaller than at the rated terminal and it is neglectable.

通 过基本定义和有关名牌进行了计算和分析,认为在正负极限档,外加串联调压变的阻抗相对额定档的偏差很小,所以可不必在意这种变压器整体阻抗的偏差

In: Proceedings of the 1999 Congress on Evolutionary Computation, Piscataway, NJ: IEEE Press, 1999: 1958~1962.[9] Kennedy J. Small worlds and Mega-minds: effects of neighborhood topology on particle swarm performance. In: Proceedings Congress on Evolutionary Computation, Piscataway, NJ: IEEE Press, 1999: 1931~1938.[10] Peram T, Veeramachaneni K, Mohan C K. Fitness-distance-ratio based particle swarm optimization.

近来性能较为显著的基于PSO算法的改进算法有Thanmaya Peram[10]等人于2003年提出的基于粒子群优化的适应-距离-比例算法(Fitness-Distance-Ratio based Particle Swarm Optimization, FDR-PSO),在此算法中每个粒子根据一定的适应-距离-比例原则,向附近具有较好适应的多个粒子进行不同程度的靠近,而不仅仅只向当前所发现的最好粒子靠近。

On the classical theory, according to which D = for all values of N, the volume of employment is in neutral equilibrium for all -values of N less than its maximum value; so that the forces of competition between entrepreneurs may be expected to push it to this maximum value.

7按照古典理论,依据 D =Ф适用于 N 所有的取这一规则,在 N 取小于其最大的所有数时,就业量处于中型均衡状态。因而能够预见企业家们相互竞争的力量可以使 N 达到最大

In this paper,both Newton's interpolation polynomial and Thiele's interpolating continued fractions are incorporaled to yield a kind of bivatiate vector valued blending rational interpolants by means of the Samelson inverse.

在这方面的理论,无论是牛顿的插多项式和Thiele插连分式都是推出一种向量混合有理插方法的Samelson逆。

As we know,Newton's interpolation polynomial is based on divided differences which can be calculated recursively by the divided-difference scheme while Thiele's interpolating continued fractions are grared towards determining a rational function which can also be calculated recursively by so-called inverse differences.

大家都知道,牛顿的插多项式是基于均差的,可以递归出均差,而Thiele插连分式是一个有理插,也可以递归地计算,即所谓的逆。

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