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AZ31镁合金挤压无缝圆管混合晶粒有限元分析
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作者 林涛 刘运腾 +2 位作者 周吉学 马百常 杨院生 《轻金属》 CSCD 北大核心 2017年第1期55-58,共4页
某厂的车用镁合金无缝挤压圆管内出现内表面晶粒细小,外表面晶粒粗大的现象。采用Deform对挤压过程进行数值模拟,通过分析挤压出口位置的应变速率、应变以及温度场分布,发现在挤压管材外表面变形程度相对较大,应变速率高,高温区域大;内... 某厂的车用镁合金无缝挤压圆管内出现内表面晶粒细小,外表面晶粒粗大的现象。采用Deform对挤压过程进行数值模拟,通过分析挤压出口位置的应变速率、应变以及温度场分布,发现在挤压管材外表面变形程度相对较大,应变速率高,高温区域大;内外表面发生动态再结晶后,外表面高温时间相对较长,引起了型材的晶粒长大,导致了混合晶粒组织的出现。 展开更多
关键词 镁合金无缝圆管 混合晶粒 有限元 DEFORM
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哈尔登监狱,哈尔登,挪威
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作者 王单单(译) 《世界建筑》 2017年第6期50-55,共6页
哈尔登监狱坐落在连绵起伏之地。位于山脊和裸露的岩层间.荫蔽在参天松树下。临狱的主要功能由几栋大楼划分而开,分散在一片约30hm^2的区域内。行政部门、运送区和公共大楼等核心功能的布局类似于90°坐标网,令人回想起高中或大... 哈尔登监狱坐落在连绵起伏之地。位于山脊和裸露的岩层间.荫蔽在参天松树下。临狱的主要功能由几栋大楼划分而开,分散在一片约30hm^2的区域内。行政部门、运送区和公共大楼等核心功能的布局类似于90°坐标网,令人回想起高中或大学校园。犯人的牢房楼布局则与此类坐标网有所不同。依地势而建。关押长期服刑人员的牢房楼与监狱内其余建筑略微分离,隐藏在岩石和植被的后方。 展开更多
关键词 监狱 挪威 行政部门 大学校园 坐标网 心功能 微分离 大楼
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Maternal Hospital Mortality in Cotonou: Incidence, Care-Associated Adverse Events and Causes
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作者 Djima Patrice Dangbemey Cedric Bigot +7 位作者 Ogourindé Mathieu Ogoudjobi Moufalilou Aboubakar Raoul Atade Paterne Kpoviessi Hounkpatin Benjamin Christiane Tshabu-Aguemon Josiane Angeline Tonato-Bagnan Justin Lewis Denakpo 《Open Journal of Obstetrics and Gynecology》 2023年第10期1688-1698,共11页
Introduction: Despite the many efforts made to combat preventable maternal deaths, these still remain high in Benin. It was therefore important to revisit the causes but especially the adverse events associated with c... Introduction: Despite the many efforts made to combat preventable maternal deaths, these still remain high in Benin. It was therefore important to revisit the causes but especially the adverse events associated with care (EIS) in maternity. Objective: Determine the incidence, adverse events associated with care and causes of intra hospital maternal mortality in cotonou. Methods: This was a cross-sectional maternal mortality review study with retrospective data collection. It covered all cases of maternal death recorded between 2017 and 2021 in two (2) reference university maternities in Cotonou. Adverse events associated with care and the patient were analyzed using the maternal death audit grid validated for Benin. SPSS.26 software was used for data analysis. Results: The in-hospital maternal mortality ratio in Cotonou was 2028 maternal deaths per 100,000 live births in 2021. Only 7.2% (n = 36) of deaths were audited. The deceased mothers were 29.8 ± 7.4 years old, with no fixed monthly income in 82.7% (n = 420). Serious adverse events associated with care were: delay in decision to refer in 37% (n = 188), non-medical referral in 85.8% (n = 436) of cases, inadequate pre-referral treatment in 25.7% of cases. In receiving maternities, delay in diagnosis and inappropriate treatment at the receiving maternity were noted respectively in 22.9% and 28.6% of cases of maternal death. The direct causes of maternal death were dominated by serious obstetric hemorrhage in 43.9% (n = 223). As for the indirect causes, they were dominated by anemia excluding obstetric hemorrhages in 21.5% (n = 109). Conclusion: The in-hospital maternal mortality ratio was very high in Cotonou. The main cause was severe obstetric hemorrhage. There were several serious healthcare-associated adverse events whose correct management would significantly reduce the incidence of maternal deaths. 展开更多
关键词 Maternal Mortality Adverse Events CARE Cotonou
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关于辛算法稳定性的若干注记
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作者 尚在久 宋丽娜 《计算数学》 CSCD 北大核心 2020年第4期405-418,共14页
我们讨论辛算法的线性稳定性和非线性稳定性,从动力系统和计算的角度论述了研究辛算法的这两类稳定性问题的重要性,分析总结了相关重要结果.我们给出了解析方法的明确定义,证明了稳定函数是亚纯函数的解析辛方法是绝对线性稳定的.绝对... 我们讨论辛算法的线性稳定性和非线性稳定性,从动力系统和计算的角度论述了研究辛算法的这两类稳定性问题的重要性,分析总结了相关重要结果.我们给出了解析方法的明确定义,证明了稳定函数是亚纯函数的解析辛方法是绝对线性稳定的.绝对线性稳定的辛方法既有解析方法(如Runge-Kutta辛方法),也有非解析方法(如基于常数变易公式对线性部分进行指数积分而对非线性部分使用其它数值积分的方法).我们特别回顾并讨论了R.I.McLachlan,S.K.Gray和S.Blanes,F.Casas,A.Murua等关于分裂算法的线性稳定性结果,如通过选取适当的稳定多项式函数构造具有最优线性稳定性的任意高阶分裂辛算法和高效共轭校正辛算法,这类经优化后的方法应用于诸如高振荡系统和波动方程等线性方程或者线性主导的弱非线性方程具有良好的数值稳定性.我们通过分析辛算法在保持椭圆平衡点的稳定性,能量面的指数长时间慢扩散和KAM不变环面的保持等三个方面阐述了辛算法的非线性稳定性,总结了相关已有结果.最后在向后误差分析基础上,基于一个自由度的非线性振子和同宿轨分析法讨论了辛算法的非线性稳定性,提出了一个新的非线性稳定性概念,目的是为辛算法提供一个实际可用的非线性稳定性判别法. 展开更多
关键词 辛算法 线性稳定性 非线性稳定性 向后误差分析 KAM定理
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Singular Conformal Oscillator Representations of Orthosymplectic Lie Superalgebras
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作者 Xiao Ping XU 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2022年第12期2131-2149,共19页
In our earlier paper,we generalize the one-parameter(c)family of inhomogeneous firstorder differential operator representations of the orthogonal Lie algebras arising from conformal transformations to those of orthosy... In our earlier paper,we generalize the one-parameter(c)family of inhomogeneous firstorder differential operator representations of the orthogonal Lie algebras arising from conformal transformations to those of orthosymplectic Lie super algebras,and determine the irreducible condition.This paper deals with the cases when the irreducible condition fails.We prove that if n-m-1>0 and c is an integer satisfying 1≤c≤n-m-1,the representation of osp(2n+2|2m)has a composition series of length 2,and when n-m-1≥0 and c∈-N,the representation of osp(2n+2|2m)has a composition series of length 3,where N is the set of nonnegative integers.Moreover,we show that if c∈(max{n-m,0}-1/2-N)∪(-N),the representation of osp(2n+3|2m)has a composition series of length 2.In particular,we obtain an explicit presentation of the irreducible module with highest weight lλ2-λ1,where l is any positive integer and it is not a generalized Verma module. 展开更多
关键词 Orthosymplectic Lie superalgebra supersymmetric differential operator oscillator representation irreducible module polynomial algebra SINGULAR
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Standing Waves of Fractional Schrödinger Equations with Potentials and General Nonlinearities
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作者 Zaizheng Li Qidi Zhang Zhitao Zhang 《Analysis in Theory and Applications》 CSCD 2023年第4期357-377,共21页
We study the existence of standing waves of fractional Schrodinger equations with a potential term and a general nonlinear term:iut-(-Δ)^(s)u-V(x)u+f(u)=0,(t,x)∈R_(+)×R^(N),where s∈(0,1),N>2s is an integer ... We study the existence of standing waves of fractional Schrodinger equations with a potential term and a general nonlinear term:iut-(-Δ)^(s)u-V(x)u+f(u)=0,(t,x)∈R_(+)×R^(N),where s∈(0,1),N>2s is an integer and V(x)≤0 is radial.More precisely,we investigate the minimizing problem with L2-constraint:E(a)=inf{1/2∫_(R_(N))|(-△)^(s/2)u|^(2)+V(x)|u|^(2)-2F(|u|)|u∈H^(s)(R^(N)),||u||_(L^(2))^(2)(R^(N))=α.Under general assumptions on the nonlinearity term f(u)and the potential term V(x),we prove that there exists a constant a00 such that E(a)can be achieved for all a>a_(0),and there is no global minimizer with respect to E(a)for all 0<a<a_(0).Moreover,we propose some criteria determining a0=0 or a_(0)>0. 展开更多
关键词 Fractional Schrodinger equation standing wave normalized solution
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