A computer program for internal conversion coefficients and particle parameters

Title of program: CATAR Catalogue number: ABGP Program obtainable from: CPC Program Library, Queen's University of Belfast, N. Ireland (see application form in this issue) Computer: UNIVAC 1108; Installation: Sandoz A.G., Basel, Switzerland Operating system: EXEC 8 Programming language used: FORTRAN IV High speed store required: 26K words No. of bits in a word: 36 Overlay structure: None Number of magnetic tapes required: None Other peripherals used: Card reader, line printer Number of cards in combined program and test deck: 3136 Card punching code: BCD     

制氢工艺改造的节能效果

介绍甲醇裂解制氢工艺特性,比较电解制氢和甲醇裂解制氢不同生产工艺电能消耗,分析节电机理,计算削峰能力,评价经济效果,为制氢生产企业提供典例。     

同源连杆机构构成特性和传动角的研究

从理论上揭示了原始机构及其同源机构在尺寸型上的内在联系,即它们的确生成了同一条轨迹.还提出,同源机构与原始机构的对应构件有相同的角速度;在通常使用情况下,同源四杆机构与原始四杆机构具有相同的传动角.     

非线性耗散型Schrodinger方程的惯性分形集

证明了非线性耗散型Schrodinger方程初边值问题的解半群S(t)的Lipschitz连续性和挤压性,得到了惯性分形集的存在性。     

实验室测得岩石电阻率用于电测井数据解释

我们将实验室测得某钻孔36个灰岩标本干燥情况下的电阻率值与该孔相应深度电阻率测井剖面进行对比，导出一个阿尔奇公式的修正形式，使得实验测得干燥岩石电阻率和电测井视电阻率吻合很好。     

三维稳态晶体生长的物理本质

考虑在均匀流场的作用下,分析了金属熔液凝固过程中晶体生长的三维稳态数学模型.应用傅里叶级数展开法,在周期性条件下得到了相应的八阶常微分方程的精确解析解,并确定了解中各系数之间的关系.该解揭示了在均匀流场的作用下,晶体生长呈现了一种周期性振荡式的模式,从理论上证实了固液界面前沿浓度呈现指数振荡衰减性是晶体生长的一个本质特性.     

THE EXTENDED JACOBIAN ELLIPTIC FUNCTION EXPANSION METHOD AND ITS APPLICATIONS IN WEAKLY NONLINEAR WAVE EQUATIONS

1. INTRODUCTION In the study of nonlinear fluid models, it is very important to find exact solutions and especially physical significant soliton solutions. In the past decades, variety of methods are developed to solve Nonlinear Partial Differential Equat…     

On the sensitivity of the linear state regulator†

The sensitivity of the optimal response of a linear system with quadratic performance index to changes in the weighting factors in the performance index is determined. This necessitates finding the sensitivity of the feedback gain matrix K to changes in the weighting factors. It is shown that the sensitivities of K can be obtained as the solution of a set of linear matrix differential equations. Further, for time-invariant systems and an infinite time interval, it is seen that the sensitivities of K are found more simply by solving a set of linear algebraic matrix equations.