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30篇 您的检索式:作者名="Huaihui"
    题名 作者 年代 出处 被引量
1Hierarchical Dragonfly Wing: Microstructure-Biomechanical Behavior Relations显示文摘Yinglong Chen Xishu Wang Huaihui Ren Hang Yin Su Jia 2012Journal of Bionic Engineering2012,9,2:13
2The Schwarz-Pick lemma for planar harmonic mappings显示文摘The classical Schwarz-Pick lemma for holomorphic mappings is generalized to planar harmonic mappings of the unit disk D completely. (I) For any 0 < r < 1 and 0 ρ < 1, the author constructs a closed convex domain Er,ρ such that F((z,r)) eiαEr,ρ = {eiαz : z ∈ Er,ρ} holds for every z ∈ D, w = ρeiα and harmonic mapping F with F(D)D and F(z) = w, where △(z,r) is the pseudo-disk of center z and pseudo-radius r; conversely, for every z ∈ D, w = ρeiα and w ∈ eiαEr,ρ, there exists a harmonic mapping F such that F(D) D, F(z) = w and F(z ) = w for some z ∈ △(z,r). (II) The author establishes a Finsler metric Hz(u) on the unit disk D such that HF(z)(eiθFz(z) + e-iθFz(z)) ≤1 /(1- |z|2)holds for any z ∈ D, 0 θ 2π and harmonic mapping F with F(D)D; furthermore, this result is precise and the equality may be attained for any values of z, θ, F(z) and arg(eiθFz(z) + e-iθFz(z)).CHEN HuaiHui 2011Science China Mathematics2011,54,6:9
3An organic junction between the vein and membrane of the dragonfly wing显示文摘A dragonfly wing consists of membranes and both longitudinal and cross veins.We observed the microstructure cross-section at several locations in the dragonfly wing using environmental scanning electron microscopy(ESEM).The organic nature of the junction between the vein and the membrane was clearly identifiable.The membrane was divided into two layers,the upper epidermis and the lower epidermis.These layers extend around the sandwich structure vein,and combine with the adjacent membrane at a symmetrical location along the vein.Thus,we defined this as an organic junction between the vein and the membranes. The organic junction is able to form a tight corrugation angle,which dramatically increases both the warping rigidity and the strength of the wing,but not the torsional rigidity.The torsional deformation is primarily controlled by the microstructure of the longitudinal veins,and is based on the relative rotation angle between the epidermal layer and the inner layer of the vein that forms the zigzag section.CHEN YingLong WANG XiShu REN HuaiHui LI XuDong 2011Chinese Science Bulletin2011,56,16:9
4Effects of Dragonfly Wing Structure on the Dynamic Performances显示文摘Huaihui Ren Xishu Wang Xudong Li Yinglong Chen 2013Journal of Bionic Engineering2013,10,1:6
5The Schwarz-Pick lemma and Julia lemma for real planar harmonic mappings显示文摘The classical Schwarz-Pick lemma and Julia lemma for holomorphic mappings on the unit diskD are generalized to real harmonic mappings of the unit disk,and the results are precise.It is proved that for a harmonic mapping U of D into the open interval I=(1,1),ΛU(z)/cosU(z)π/2≤4/π1/1|z|2 holds for z∈D,whereΛU(z)is the maximum dilation of U at z.The inequality is sharp for any z∈D and any value of U(z),and the equality occurs for some point in D if and only if U(z)=4πRe{arctan(z)},z∈D,with a Mbius transformation of D onto itself.CHEN HuaiHui 2013Science China Mathematics2013,56,11:4
6Role of Soft Matter in the Sandwich Vein of Dragonfly Wing in Its Configuration and Aerodynamic Behaviors显示文摘Xishu Wang Zhihao Zhang Huaihui Ren Yinglong Chen Bisheng Wu 2017Journal of Bionic Engineering2017,14,3:2
7Characterizations of α-Bloch functions on the unit ball without use of derivative显示文摘In this paper we establish characterizations of α-Bloch functions on the unit ball without use of derivative, which are stronger, more precise and general than those obtained by Nowak and Zhao.CHEN HuaiHui School of Mathematics and Computer Science, Nanjing Normal University, Nanjing 210097, China 2008Science China Mathematics2008,51,11:2
8Some new results on planar harmonic mappings显示文摘This survey paper contains some new results on the Landau theorem, Bloch theorem and Schwarz-Pick lemma for planar harmonic mappings.CHEN HuaiHui Department of Mathematics, Nanjing Normal University, Nanjing 210097, China 2010Science China Mathematics2010,53,3:2
9Two-dimentional material microstructure and numerical simulation soft-ware system显示文摘Ren Huaihui Li Xudong 2009Journal of Computer Aided Design and Graphics2009,21,6:1
10The landau theorem and bloch theorem for planar harmonic and pluriharmonic mappings显示文摘CHEN Huaihui GAUTHIER P M 2011Proceeding of the American Mathematical Society2011,139,2:1
11On invariant function spaces H_(Q_p)~q(R)显示文摘New function spaces,which generalize the classical Dirichlet space,BMOA or also the recently defined Qpspace,are introduced on Riemann surfaces.Except inclusions between these generalized spaces it is shown that the capacity Bloch space is a maximal space for them.CHEN HuaiHui AULASKARI Rauno 2013Science China Mathematics2013,56,10:1
12On Bloch's constant显示文摘Huaihui CHEN P.M.GAUTHIER 0,,:1
13On value distribution of f nf显示文摘CHEN Huaihui FANG Mingliang 1995Science in China(series A)1995,38,7:1
14On Bloch’s constant显示文摘Huaihui Chen Paul M. Gauthier 1996Journal d’Analyse Mathématique1996,,1:1
15Effect of prior corrosion state on the fatigue small cracking behaviour of 6151-T6 aluminum alloy显示文摘Li Xudong Wang Xishu Ren Huaihui 0,,:1
16The Landau theorem and Bloch theorem for planar harmonic and pluriharmonic mappings显示文摘Huaihui Chen Paul M. Gauthier 2010Proceedings of the American Mathematical Society2010,,2:1
17On the value distribution of 显示文摘CHEN Huaihui FANG Mingliang 1995Sci China Ser A1995,38,:1
18Risk Early Warning Model of Un- expected Group Events Based on AHP 显示文摘Liu Huaihui Zhang Zhiqing 2013Applied Mechanics and Materials2013,339,1:1
19Effectof Prior Corrosion State on the Fatigue Small CrackingBehaviour of 6151T6 Aluminum Alloy显示文摘LI Xudong WANG Xishu REN Huaihui 2012Corros Sci2012,55,2:1
20SEMInsitu Study on High Cyclic Fatigue of SnPbsolder Jointin the Electronic Packaging显示文摘WANG Xishu LI Xudong REN Huaihui 2011Microelectronics Reliability2011,51,:1
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