期刊文献+
共找到6篇文章
< 1 >
每页显示 20 50 100
在具有变指标的Morrey型Besov空间内的Beal-Kato-Majda型和Moser型不等式(英文) 被引量:1
1
作者 徐景实 《应用数学》 CSCD 北大核心 2014年第2期346-354,共9页
在具有变指标的Morrey型Besov空间内建立Beal-Kato-Majda型和Moser型不等式.
关键词 Beal—Kato—majda型不等式 Moser型不等式 变指标 MORREY空间 BESOV空间
在线阅读 下载PDF
一类Burgers-Constantin-Lax-Majda方程的奇异性
2
作者 李林锐 王术 王长有 《重庆师范大学学报(自然科学版)》 CAS CSCD 北大核心 2016年第2期90-94,共5页
研究了一类广义的Burgers-Constantin-Lax-Majda方程的奇异性问题,这类方程同时具有Burgers方程和Constantin-Lax-Majda方程的许多性质,同时带有非局部项uHu(其中H表示Hilbert变换),证明了这类方程在非负的初始条件下,其解在有限时间内... 研究了一类广义的Burgers-Constantin-Lax-Majda方程的奇异性问题,这类方程同时具有Burgers方程和Constantin-Lax-Majda方程的许多性质,同时带有非局部项uHu(其中H表示Hilbert变换),证明了这类方程在非负的初始条件下,其解在有限时间内是爆破的,这些结果在很大程度上推广和延伸了先前的相关结果。 展开更多
关键词 Burgers-Constantin-Lax-majda方程 有限时间奇异性 Hilbert变换 非线性非局部系统
原文传递
Seed Germination and <i>in Vitro</i>Organogenesis Optimization of <i>Zhumeria majdae</i>(Lamiaceae) from Iran
3
作者 Parisa Aghazadeh Behrooz Shahsavan Behboodi 《American Journal of Plant Sciences》 2015年第11期1850-1856,共7页
Zhumeria majdae is a medicinal plant and endemic of Iran that is being threatened to extinction. The present investigation to preserve this relict species, was conducted to study of: 1) different treatments effect on ... Zhumeria majdae is a medicinal plant and endemic of Iran that is being threatened to extinction. The present investigation to preserve this relict species, was conducted to study of: 1) different treatments effect on seeds germination: a) in vivo, b) in vitro were subjected to 5 treatments, 2) callus induction and organogenesis from leaf, root and stem of explants by tissue culture on MS medium supplemented with 7 different concentration and combinations of auxin and cytokinin. Results indicated the germination rate were promoted by seeds mucilage, and were inhibited under cold condition. The best callus induction were observed from stem and leaf explants in the MS + B(IAA(0.1) + Kin(1) mg&middotL-10). The maximum leaf formation of leaf explants were produced in the MS + E(IAA(0.1) + BA(2) mg&middotL-10). 展开更多
关键词 CONSERVATION GERMINATION Iran ORGANOGENESIS Tissue Culture Zhumeria majdae
暂未订购
Effect of Essential Oil of Zhumeria majdae on Morphine Tolerance and Dependence in Mice
4
作者 Zahra Ehtemami Hamed Shafaroodi Jinous Asgarpanah 《Chinese Journal of Integrative Medicine》 SCIE CAS CSCD 2020年第9期683-687,共5页
Objective:To evaluate the effects of Zhumeria majdae essential oil(ZMEO)on morphine dependence and tolerance in mice.Methods:ZMEO(10,20,and 40 mg/kg)and clonidine(0.1 mg/kg)as the positive control were injected intrap... Objective:To evaluate the effects of Zhumeria majdae essential oil(ZMEO)on morphine dependence and tolerance in mice.Methods:ZMEO(10,20,and 40 mg/kg)and clonidine(0.1 mg/kg)as the positive control were injected intraperitoneally(i.p.).The effect of ZMEO and clonidine on the dependence were evaluated by counting the number of jumps induced by naloxone(5 mg/kg)while the tolerance was evaluated by the tail-flick test.Results:ZMEO at the dose of 10 mg/kg during the development period led to a significant inhibition of morphine tolerance(P<0.01),while it led to reduced morphine dependence with the doses of 20 and 40 mg/kg.ZMEO at two dose levels of 20 and 40 mg/kg indicated significant antinociceptive activity(P<0.01),and significantly reduced the withdrawal signs(number of jumps)of mice(P<0.01).Conclusions:ZMEO had significant effects on morphine tolerance and dependence.The linalool rich essential oil of Zmajdae plays a major role in the reduction of tolerance and dependence induced by morphine. 展开更多
关键词 Zhumeria majdae MORPHINE DEPENDENCE TOLERANCE
原文传递
Absorbing Boundary Conditions for Hyperbolic Systems
5
作者 Matthias Ehrhardt 《Numerical Mathematics(Theory,Methods and Applications)》 SCIE 2010年第3期295-337,共43页
This paper deals with absorbing boundary conditions for hyperbolic systems in one and two space dimensions.We prove the strict well-posedness of the resulting initial boundary value problem in 1D.Afterwards we establi... This paper deals with absorbing boundary conditions for hyperbolic systems in one and two space dimensions.We prove the strict well-posedness of the resulting initial boundary value problem in 1D.Afterwards we establish the GKS-stability of the corresponding Lax-Wendroff-type finite difference scheme.Hereby,we have to extend the classical proofs,since the(discretized) absorbing boundary conditions do not fit the standard form of boundary conditions for hyperbolic systems. 展开更多
关键词 Absorbing boundary conditions hyperbolic system Engquist and majda approach strict well-posedness GKS-stability.
在线阅读 下载PDF
不可压新Hooke型弹性动力学自由边界问题的爆破准则
6
作者 付杰 郝成春 +1 位作者 杨思奇 张伟 《中国科学:数学》 北大核心 2025年第3期635-650,共16页
本文证明3维不可压新Hooke型弹性动力学模型自由边界问题解的Beale-Kato-Majda型爆破准则.该结果表明,在Taylor型符号条件成立的情形下,只要形变张量和速度场的旋度、自由边界的第二基本形式、标准指数映射的单射半径以及压力的某些范... 本文证明3维不可压新Hooke型弹性动力学模型自由边界问题解的Beale-Kato-Majda型爆破准则.该结果表明,在Taylor型符号条件成立的情形下,只要形变张量和速度场的旋度、自由边界的第二基本形式、标准指数映射的单射半径以及压力的某些范数有界,并且速度和形变张量的梯度及压力梯度的物质导数在自由边界上有界,该解就可以一直延续. 展开更多
关键词 自由边界问题 不可压新Hooke型弹性动力学模型 Beale-Kato-majda型爆破准则
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部