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8篇 您的检索式:作者名="Liang Xuezhang"
    题名 作者 年代 出处 被引量
1How to Get the Original Discrete Approximation for the Pyramid Algorithm of Multiresolution Decomposition显示文摘Liang Xuezhang Liu Mingeai Chen Shaotian 1999Northeast Math J1999,15,2:1
2G^1 continuity conditions of adjacent NURBS surfaces显示文摘Che Xiangjiu Liang Xuezhang Li Qiang 2005Computer Aided Geometric Design2005,22,4:1
3Implementation of fast algorithms for biorthogonal periodic interpolatory wavelets 显示文摘Li Qiang Su Litao Liang Xuezhang 2007Journal of Information and Computational Science (EI)2007,4,2:1
4G 1 continuity conditions of adjacent NURBS surfaces显示文摘Xiangjiu Che Xuezhang Liang Qiang Li 2005Computer Aided Geometric Design2005,,4:1
5Analytical model of parallel thermoelectric generator显示文摘Liang Gaowei Zhou Jiemin Huang Xuezhang 2011Applied En- ergy2011,,88:1
6BIVARIATE REAL-VALUED ORTHOGONAL PERIODIC WAVELETS显示文摘In this paper, we construct a kind of bivariate real-valued orthogonal periodic wavelets. The corresponding decomposition and reconstruction algorithms involve only 8 terms respectively which are very simple in practical computation. Moreover, the relation between periodic wavelets and Fourier series is also discussed.Qiang Li Xuezhang Liang 2005Analysis in Theory and Applications2005,21,3:0
7Regulating local chemistry in ZrCo-based orthorhombic hydrides via increasing atomic interference for ultra-stable hydrogen isotopes storage显示文摘Developing a universal and reliable strategy for the modulation of composition and structure of energy storage materials with stable cycling performance is vital for hydrogen and its isotopes storage advanced system,yet still challenging.Herein,an ultra-stable lattice structure is designed and verified to increase atomic chaos and interference for effectively inhibiting disproportionation reaction and improving cycling stability in ZrCo-based hydrogen isotopes storage alloy.After screening in terms of configuration entropy calculation,we construct Zr_(1-2)Nb_(x)Co_(1-2x)Cu_(x)Ni_(x)(x=0.15,0.2,0.25) alloys with increased atomic chaos,and successfully achieve stable isostructural de-/hydrogenation during 100 cycles,whose cycling capacity retentions are above 99%,much higher than 22.4%of pristine ZrCo alloy.Both theoretical analysis and experimental evidences indicate the high thermo-stability of orthorhombic lattice in Zr_(0.8)Nb_(0.2)Co_(0.6)Cu_(0.2)Ni_(0.2) alloy.Notably,the increased atomic chaos and interference in Zr_(0.8)Nb_(0.2)Co_(0.6)Cu_(0.2)Ni_(0.2) alloy causes regulation in hydrogen local chemical neighborhood,thereby confusing the hydrogen release order,which effectively eliminates lattice distortion and unlocks an ultrastable lattice structure.This study provides a new and comprehensive inspiration for hydrogen atoms transport behaviors and intrinsic reason of stable orthorhombic transformation,which can contribute to paving the way for other energy storage materials modulation.Zhaoqing Liang Zhendong Yao Ruhong Li Xuezhang Xiao Zhichao Ye Xuancheng Wang Jiacheng Qi Jiapeng Bi Xiulin Fan Huaqin Kou Wenhua Luo Changan Chen Lixin Chen 2022Journal of Energy Chemistry2022,31,6:0
8WEIGHTED MEAN CONVERGENCE OF HAKOPIAN INTERPOLATION ON THE DISK显示文摘在这篇论文,我们在联合起来的磁盘 D 上学习 Hakopian 插值的加权的吝啬的不可分的集中。我们出现在 Hakopian 插值多项式 H n 之间的内部产品(f; x, y ) ;光滑的功能 g (x, y ) 在 D 上收敛到 f 的(x, y ) ;g (x, y ) 在 D 上什么时候 n → 8 f (x, y ) 属于 C (D) ;g 的所有第一部分衍生物(x, y ) 属于空间嘴唇 M [α](0 < α≤ 1 ) 。我们进一步证明那提供了 g 的所有秒部分的衍生物(x, y ) 也属于空间嘴唇 M [α] ;f (x, y ) 属于 C [1 ](D) ,在 Hakopian 插值的部分衍生物之间的内部产品多项式;g (x, y ) 在 D 上收敛到那在之间;g (x, y ) 在 D 上什么时候 n →∞。Xuezhang Liang Renzhong Feng Xuenan Sun 2007Analysis in Theory and Applications2007,23,3:0
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