轴对称非协调元分片检验检验函数的结构

导出了轴对称非协调元分片检验中检验函数的形式,其位移函数是一种不完全的线性函数。从而给出了轴对称非协调调元分析检验更准确,完全的描述。     

On Testing for the Number of Components in a Mixed Poisson Model

Poisson mixtures are usually used to describe overdispersed data. Finite Poisson mixtures are used in many practical situations where often it is of interest to determine the number of components in the mixture. Identifying how many components comprise a mixture remains a difficult problem. The likelihood ratio test (LRT) is a general statistical procedure to use. Unfortunately, a number of specific problems arise and the classical theory fails to hold. In this paper a new procedure is proposed that is based on testing whether a new component can be added to a finite Poisson mixture which eventually leads to the number of components in the mixture. It is a sequential testing procedure based on the well known LRT that utilises a resampling technique to construct the distribution of the test statistic. The application of the procedure to real data reveals some interesting features of the distribution of the test statistic.     

用氨基酸加和法计算多肽的脂水分配系数

Based on amino acid addition model, a set of hydrophobicity contributions of amino acids was obtained from the multivariate linear regression analysis of peptides' octanol/water partition coefficients. Multivariate regression was performed on a training set of 219 peptides including dipeptides to pentapeptides which we compose 21 natural amino acids. The correlation coefficients for the whole set fitting are 0. 978 and 0- 974, for log P and log D respectively. In addition, a new test method -evolution test-for regression analysis was discussed. The result of evolution test for amino acid addition model shows the advantage of this new test method.     

正交试验在流动注射—氢化物—石墨炉原子吸收分光光度法中的应用

在生产和学科研究中经常需要做许多多因素的试验。如何安排多因素的实验是一个很值得研究的问题。若试验安排得好,则既可减少试验次数,避免试验的盲目性,又可得到好的效果;若试验安排得不好,则试验次数多,还不一定好。正交实验法(又称正交设计或正交法)是研究与处理多因素...     

聚醚酯的生物降解性研究

根据修正后的CECL - 33-T - 82试验方法 ,对用于新型冷冻机润滑的聚醚酯的生物降解性进行评估 ,并作一些机理的探讨     

New Developments in Crystallization Processing

The intention of this work presented is to introduce new processing principles for the crystallization of watery or fatty phases in food systems, and in particular to quantify the process — microstructure — product quality relationships for such food systems. The crystallization processes demonstrated in detail are high shear crystallization (i), spray crystallization (ii) and spray powder based seed crystallization (iii). Crystalline, semi-crystalline and/or amorphous structures were analysed by calorimetric, mechanical/rheological and microscopical methods. Quality aspects of the final food products, which are related to the structure of the crystalline and/or amorphous components, were investigated additionally.This revised version was published online in November 2005 with corrections to the Cover Date.     

High-sensitivity laser-based ultrasonic C-scan system for materials inspection

A beam-steering C-scan system for laser generation and detection of ultrasound in opaque solids has been developed. For ultrasound detection, the system uses a confocal Fabry-Perot interferometer that is stabilized at its high-sensitivity point by implementing a novel procedure that does not require a reference beam. This stabilization procedure effectively compensates for slowly varying (up to 2 Hz) disturbances and, more important, for any change in the interferometer illumination conditions while probing different scanning points. For the latter reason, the proposed stabilization appears to be more effective than previous approaches for high-sensitivity ultrasound detection in beamsteering scans. Noise performance and sensitivity limit of the system are evaluated. Ultrasonic echoes are detected in aluminum samples having optically rough surfaces with single-pulse generation signal-to-noise ratios on the order of 20 dB. A C-scan inspection is performed where a known defect in the test piece is successfully detected by time-of-flight gating of the ultrasonic signals.     

Localization Phenomena in Liquid-Saturatedand Empty Porous Solids

Localization phenomena occur as a result of local concentrations of plastic deformations in small bands of finite width (shear bands). Porous materials, as, for instance, soil, rock, concrete and sinter materials as well as polymeric and metallic foams exhibit a strong tendency towards shear banding caused by plastic dilatation in the brittle deformation range. This kind of behaviour is of great practical importance in engineering design, for example in the study and computation of failure mechanisms in soil mechanics (base failure, slope failure, etc.). From the mathematical point of view, the computation of localization phenomena, for example within the framework of the finite element method (FEM), yields an ill-posed problem, since each mesh refinement leads to smaller shear bands until one obtains (ideally) a singular surface. Following this, regularization mechanisms should be introduced to obtain reliable and robust results.In the present article, two natural regularization mechanisms for liquid-saturated and empty granular porous materials are discussed. These mechanisms are (1) the inclusion of additional independent degrees of freedom in the sense of the Cosserat brothers for the granular porous solid and (2) the inclusion of pore-fluid viscosity in the saturated case.     

Solid mechanics of discrete form and the variational principles of the discontinuous form

This paper discusses the fundamental assumptions,the differen-tial equations,and the variational principles of discontinuousform belonging to a new developing branch of science-the solidmechanics of discrete form.The solid mechanics of discrete formbelongs to the branch of science of discrete medium mechanicswhich is the developing direction of the mechanics for the pre-sent.Based on the solid system with discretization and sepa-rability,the unknown functions with discontinuity in definedregions and the defined regions with variable boundaries,themechanics systems to solve the solid displacements,strains andstresses in various cases are called the solid mechanics of dis-crete form.when the unknown functions are sufficiently smooth func-tions in the whole defined region and the effects of the vari-able boundaries are disregarded,the solid mechanics of discreteform will degenerate into the classical solid mechanics belong-ing to continuum.mechanics:Its variational principles will de-generate into the clas     

Phase-ordering dynamics of binary mixtures with field-dependent mobility in shear flow

The effect of shear flow on the phase-ordering dynamics of a binary mixture with field-dependent mobility is investigated. The problem is addressed in the context of the time-dependent Ginzburg-Landau equation with an external velocity term, studied in self-consistent approximation. Assuming a scaling ansatz for the structure factor, the asymptotic behavior of the observables in the scaling regime can be analytically calculated. All the observables show log-time periodic oscillations which we interpret as due to a cyclical mechanism of stretching and break-up of domains. These oscillations are damped as consequence of the vanishing of the mobility in the bulk phase. Received 13 April 1999