约束求解的数据模型及算法

此文针对参数化造型系统中约束方程组的求解问题,深入分析了匹配求解的核心思想,提出了一种简单实用的约束网络建模方法,并且围绕该数据模型介绍了与其相关的算法.     

相对两面受火的方钢管钢筋混凝土柱耐火极限

目前有关方钢管钢筋混凝土柱抗火性能的研究主要是针对四面均匀受火的情况,而在实际中,会出现相对两面受火这一情况。为此,利用ABAQUS分析软件建立了方钢管钢筋混凝土柱在相对两面受火作用下高温反应有限元模型,在验证模型正确性的基础上,对其耐火极限进行参数分析,包括荷载比、截面边长、长细比、荷载偏心率、钢材和混凝土强度及配筋率等,得到了相对两面火灾作用下方钢管钢筋混凝土柱耐火极限的主要影响参数和影响规律,并给出了该受火条件下方钢管钢筋混凝土柱耐火极限的简化计算方法。研究结果表明:荷载比、截面边长、长细比是相对两面火灾作用下方钢管钢筋混凝土柱耐火极限的主要影响参数,表现为截面边长越大,荷载比和长细比越小,构件的耐火极限越大。     

Occupational risks and the value and modelling of a measurement of severity

In studies of occupational risks, severity, which is a component of the estimation of every risk, appears as a multifaceted entity assessable according to numerous criteria. A method of measuring the degree of severity of the consequences of potentially dangerous events would be of undeniable value to organisations seeking to improve their understanding of the complexity of such events. The need to control severity is highlighted by scientifically acquired improvements in the understanding of occupational risks, by certain new regulatory obligations in Europe, and by some requirements in the financial management of organisations. We put forward a statistical way of integrating several constituent elements of severity and hence of determining a relevant, synthetic, one-dimensional index. This is achieved by means of principal component analysis (PCA), which is used here to calculate a resultant severity, as in some physical measurements. We also investigate how severity may be statistically modelled, with the aim of contributing to the quantitative assessment of occupational risks. The choice of parametric models is detailed and illustrated by the search for a suitable model for workplace accidents in an organisational setting. The practical value of modelling severity is two-fold. First, one is able to study the distribution of the numerical values of severity over a continuum (a theoretically infinite numerical set) rather than through a limited number of arbitrarily defined categories. Second, with a generally applicable parametric model, one can estimate the law of probability of a measurement of severity in a particular situation, notably recent or new. Lastly, the statistical concept of risk curve is defined and discussed. The goal is to incorporate the severity component into the risk assessment in the form of a probability law, thus circumventing the difficulties associated with an analysis of scenarios.     

参数化绘图系统的开发与应用

探讨了参数化绘图系统开发的基本算法、功能和要求及开发步骤,简单介绍了国内外参数化CAD的应用情况。     

Parametric approach of the domino effect for structural fragments

More specific and accurate probabilistic models of the numbers of fragments generated respectively by Boiling Liquid Expanding Vapor Explosions (BLEVEs), Mechanical Explosions (MEs), Confined Explosions (CEs), and Runaway Reactions (RRs) of a horizontal cylindrical vessel were developed using the maximum entropy principle based on historical accident data. The theoretical results from the four probability density functions were compared to the observed data, and the numbers of fragments followed discrete exponential distributions in the interval [1, 9]. Beside the summary of the probabilistic distributions of the other random variables in the process of fragment projection, the effects on the fragment trajectory and target terms were investigated using a parametric approach. The results showed that using the complete model, wind shear, turbulence, and absence of fragment rotation caused the fragments to impact within shorter distances; fragment rotation and lack of wind decreased the probability of impact within a given distance, but the rupture probability of the target was not affected by fragment rotation or wind. The probabilistic confidence intervals of fragment range, impact, and target penetration became narrower with the number of simulation runs, but the accuracy of the results increased. The probability of fragment impact increased with the volume of the target vessel and the degree of filling of the explosion vessel, but did not depend on the kind of explosion. The probability of target rupture increased slowly with the degree of filling of the explosion vessel, but was little influenced by the volume of the target vessel or the kind of explosion.     

冲裁件图形输入系统功能模块的设计

提出了面素拼合辅以线辅入法。其中所设计的每一基本面素均以参软化定义方式存在于用户界面，而以数字模型方式存在于计算机内。在面素的拼合运算(布尔运算)中，提供交、并、差等3种形状算子。参加布尔运算面素可为2个封闭的二维(2D)任意多边形，其交点可有多个(2个以上)。同时提供以逐条线段输入图形的方法。从而提高了系统的工作效率及输入复杂图形的能力。     

预应力预制叠合楼板耐火性能参数分析

在合理选择混凝土和预应力筋材料的热工参数、高温力学参数的基础上,采用有限元分析软件ABAQUS建立底面受火的预应力预制叠合楼板的高温热力学模型,计算结果得到已有试验结果的验证。对影响预应力预制叠合楼板高温力学性能的各参数进行有限元分析,结果表明:荷载水平和耐火保护层厚度对叠合楼板耐火性能的影响显著,混凝土强度、预应力筋截面配筋率等参数对叠合楼板的耐火性能影响较小,可以忽略不计;耐火保护层厚度一定时,叠合楼板的耐火极限随荷载水平的提高而降低;荷载水平一定时,叠合楼板的耐火极限随耐火保护层厚度的增加呈非线性提高。在ISO-834标准火灾作用下,叠合楼板跨中挠度变化率速率大于L2/(9000d)可作为其达到耐火极限的判别标准。选取荷载水平、混凝土保护层厚度两个重要影响参数进行分析,提出了叠合楼板的耐火极限取值建议,为预应力预制叠合楼板的抗火设计提供技术参考。     

相对两面受火的方中空夹层钢管混凝土柱耐火极限

在已有设计与实践中,较多关注四面均匀受火的钢管混凝土柱耐火极限的研究。但是通常在实际火灾中,钢管混凝土柱常出现相对两面受火这种非均匀受火情况,且该受火情况下钢管混凝土柱的受力机理与抗火性能与均匀受火情况有所不同。因此以方中空夹层钢管混凝土短柱为研究对象,采用ABAQUS有限元软件建立了方中空夹层钢管混凝土短柱在相对两面受火情况下的抗火分析模型,利用试验验证后的模型对构件耐火极限的影响因素进行了分析,分析结果表明:荷载比是影响方中空夹层钢管混凝土柱耐火极限的主要影响参数,表现为荷载比越大,耐火极限越小。基于参数分析结果,回归了相对两面受火方式下的构件耐火极限简化计算公式,为以后对此类构件耐火极限的研究提供参考。     

Ecological land classification: A survey approach

A landscape approach to ecological land mapping, as illustrated in this article, proceeds by pattern recognition based on ecological theory. The unit areas delineated are hypotheses that arise from a knowledge of what is ecologically important in the land. Units formed by the mapper are likely to be inefficient or irrelevant for ecological purposes unless he possesses a sound rationale as to the interactions and controlling influences of the structural components of ecosystems. Here is the central problem with what have been called objective multivariate approaches to mapping based on grid units and the sometimes arbitrary attributes thereof; they tend to conceal the importance of ecological theory and the necessity for theory-based supervision of pattern recognition. Multivariate techniques are best used iteratively to verify and refine map units initially recognized and delineated by theoretical considerations. These ideas are illustrated by an example of a reconnaissance survey in the Northwest Territories of Canada.     

Thermal runaway criterion for chemical reaction systems: A modified divergence method

The chemical reaction in certain range of operating conditions may exhibit parametric sensitivity where small changes in one or more of the input parameters lead to changes in the output variables (eg. reaction temperature). The sharp rise of the reaction temperature is a critical behavior that may lead to runaway conditions. Thus, it is of vital importance to determine the critical operating parameters consisting of the parametric sensitivity region under the consideration of intrinsic safety. In this paper, a modified divergence criterion is proposed based on the trace of Jacobian matrix at the maximum temperature. The nonlinear differential equations describing the dynamic behavior of the chemical reaction is linearized locally in the vicinity of the equilibrium point by the small perturbation analysis. The relationship between the perturbation equation and parametric sensitivity of the reaction system is investigated. The critical values computed by the modified divergence criterion are compared with Morbidelli and Varma criterion (MV criterion), Adler and Enig criterion (AE criterion) and divergence criterion (Div criterion). The comparison demonstrates the validity of the new criterion. In addition, the critical explosion pressures of two kinds of hazardous chemicals are computed by the various critical criteria and compared with published experimental data. The results show that the modified divergence criterion could give smaller computational error compared with the previous criteria.