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941.
942.
焊接过程是典型的复杂过程,应用模糊逻辑建立焊接参数推理系统可快速实现焊接工艺参数设计.近似推理机制是模糊系统研究和开发中的一个重要组成部分,在现有的相似性推理方法的基础上,融合经典的合成规则推理技术,提出一种新的基于合成规则的相似性推理方法.以CO_2保护焊焊接规范参数设计为背景介绍模糊推理在焊接领域的应用,运行结果表明,采用方法建立的模糊推理模型具有较高的推算精度,能够满足焊接工艺参数设计的要求. 相似文献
943.
基于滑动Kriging插值的MLPG法求解结构非耦合热应力问题 总被引:3,自引:1,他引:2
将基于滑动Kriging插值的无网格局部Petrov-Galerkin(MLPG)法用来求解二维结构非耦合热应力问题,首先进行瞬态热传导的求解,然后再通过顺序耦合法将不同时刻节点温度作为附加体力项施加到应力分析中.瞬态温度场和非耦合热应力分析通过加权余量法来离散,同时用Heaviside分段函数作为局部弱形式的权函数.由于滑动Kriging插值构造的形函数满足Kroneckerδ函数的性质,因此方便了本质边界条件的施加.刚度矩阵形成过程中只涉及到边界积分而没有涉及到区域积分,因此可以减少计算工作量,最后通过两个数值算例来验证本文方法的有效性. 相似文献
944.
945.
尼龙1010应力松弛行为研究 总被引:1,自引:0,他引:1
尼龙1010样品在初始应变为1%、2.8%和5.1%的条件下,在不同的恒温环境中分别进行不少于10 h的应力松弛实验,得到20~80℃范围的应力松弛曲线.研究了不同应力、温度下的应力松弛速率、松弛过程的残余应力、活化体积以及相关参数的数学关系.结果表明,尼龙样品在松弛过程中存在一定的形变残余应力,体系存在恒定的长时模量.不同初始应变的尼龙样品松弛过程表现出相似的规律,当松弛速率-d(σ/σ0)/dlnt达到最大值后,在一段时间内聚合物内部活化单元发生松弛,-dσ/dt与作用于样品的有效应力σ*为指数关系.随着松弛过程的进行,应力减小到一定程度后,活化体积V逐渐增加,此时独立的活化单元运动受到限制,聚合物内部依靠多个活化单元的协同运动将内应力逐渐松弛,应力辅助功Vσ*为常数,-dσ/dt与σ*满足幂律关系,幂指数为σ*V/(k T). 相似文献
946.
S. G. Eswara Reddy Shudh Kirti Dolma Rajkesh Koundal 《Natural product research》2016,30(16):1834-1838
Five Himalayan plants namely, Acorus calamus, Cedrus deodara, Aegle marmelos, Tagetes minuta and Murraya koenigii were used for the extraction of essential oils through hydrodistillation and the major volatile constituents as identified by GC and GC–MS techniques were β-asarone (91.1%), β-himachalene (45.8%), limonene (59.5%), Z-ocimene (37.9%) and α-pinene (54.2%), respectively. Essential oils were tested for their insecticidal properties against larvae of diamondback moth, Plutella xylostella (L.) (Lepidoptera: Yponomeutidae). Results showed that A. calamus was most toxic (LC50?=?0.29 mg mL?1) to P. xylostella followed by C. deodara (LC50?=?1.08 mg mL?1) and M. koenigii (LC50?=?1.93 mg mL?1) via residual toxicity bioassay. Per cent feeding deterrence index and growth inhibition was significantly higher in A. calamus (42.20 and 68.55, respectively) followed by C. deodara (35.41 and 52.47). In repellent activity studies, C. deodara showed high repellence (64.76%) followed by A. calamus (55.05%). 相似文献
947.
In this article, we develop convergence theory for a class of goal‐oriented adaptive finite element algorithms for second‐order nonsymmetric linear elliptic equations. In particular, we establish contraction results for a method of this type for Dirichlet problems involving the elliptic operator with A Lipschitz, symmetric positive definite, with b divergence‐free, and with . We first describe the problem class and review some standard facts concerning conforming finite element discretization and error‐estimate‐driven adaptive finite element methods (AFEM). We then describe a goal‐oriented variation of standard AFEM. Following the recent work of Mommer and Stevenson for symmetric problems, we establish contraction and convergence of the goal‐oriented method in the sense of the goal function. Our analysis approach is signficantly different from that of Mommer and Stevenson, combining the recent contraction frameworks developed by Cascon, Kreuzer, Nochetto, and Siebert; by Nochetto, Siebert, and Veeser; and by Holst, Tsogtgerel, and Zhu. We include numerical results, demonstrating performance of our method with standard goal‐oriented strategies on a convection problem. © 2015 Wiley Periodicals, Inc. Numer Methods Partial Differential Eq 32: 479–509, 2016 相似文献
948.
949.
Tensorial decompositions and projections are used to study the performance of algebraic non-linear models and predict the anisotropy of the Reynolds stresses. Direct numerical simulation (DNS) data for plane channel flows at friction Reynolds number (Reτ = 180, 395, 590, 1000), and for the boundary layer using both DNS (Reτ = 359, 830, 1271) and experimental data (Reτ = 2680, 3891, 4941, 7164) are used to build and evaluate the models. These data are projected into tensorial basis formed from the symmetric part of mean velocity gradient and non-persistence-of-straining tensor. Six models are proposed and their performances are investigated. The scalar coefficients for these six different levels of approximations of the Reynolds stress tensor are derived, and made dimensionless using the classical turbulent scales, the kinetic turbulent energy (κ) and its dissipation rate (ε). The dimensionless coefficients are then coupled with classical wall functions. One model is selected by comparing the predicted Reynolds stress components with experimental and DNS data, presenting a good prediction for the shear and normal Reynolds stresses. 相似文献
950.
Rimma Lapovok Emil Zolotoyabko Alex Berner Yaron Kauffmann Eugene Lakin Natalya Larianovsky 《哲学杂志》2016,96(11):1022-1046
An effect of alloying element content on mechanical properties and precipitate formation in Mg–RE alloys was studied for Mg–8Gd–4Y–1Zn–0.4Zr (wt%) and Mg–10Gd–5Y–1.8Zn–0.4Zr (wt%). It is shown that small variations in the alloying element concentration can be used to manipulate the alloy microstructure and precipitate formation towards eliminating the asymmetry (tension/compression) and anisotropy of yield stress. 相似文献