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7篇 您的检索式:作者名="Kang Jinxing"
    题名 作者 年代 出处 被引量
1Rapid and Efficient Gene Modification in Rice and Brachypodium Using TALENs显示文摘Qiwei Shan Yanpeng Wang Kunling Chen Zhen Liang Jun Li Yi Zhang Kang Zhang Jinxing Liu Daniel F. Voytas Xuelian Zheng Yong Zhang Caixia Gao 2013Molecular Plant2013,6,4:37
2Biolistic Genetic Transformation of a Wide Range of Chinese Elite Wheat(Triticum aestivum L.)Varieties显示文摘Wheat(Triticum aestivum L.)is a major staple food crop worldwide.It is economically important because it can be grown in a wide range of climates and geographic regions,and it has made an enormous contribution to the increase in global food production over the past four decades(Dixon et al.,2009).Wheat is produced on more than 18%of the arable land in the world,and is the most cultivated crop afterKang Zhang Jinxing Liu Yi Zhang Zhimin Yang Caixia Gao 2015Journal of Genetics and Genomics2015,42,1:4
3Influenceof electrodeposition parameters on the deposition rateand microhardness of nanocrystalline Ni coatings显示文摘Kang Jinxing Zhao Wenzhen Zhang Gaofeng 2009Surface and Coatings of Technology2009,203,13:1
4Molecular cloning and expression analysis of Ch-penaeidin, an antimicrobial peptide from Chinese shrimp, Fenneropenaeus chinensis显示文摘KANG Cuijie WANG Jinxing ZHAO Xiaofan 2004Fish & Shellfish Immunology2004,16,4:1
5Maximal Families of Calabi–Yau Manifolds with Minimal Length Yukawa Coupling显示文摘For each natural odd number n≥3,we exhibit a maximal family of n-dimensional Calabi-Yau manifolds whose Yukawa coupling length is 1.As a consequence,Shafarevich’s conjecture holds true for these families.Moreover,it follows from Deligne and Mostow(Publ.Math.IHÉS,63:5-89,1986)and Mostow(Publ.Math.IHÉS,63:91-106,1986;J.Am.Math.Soc.,1(3):555-586,1988)that,for n=3,it can be partially compactified to a Shimura family of ball type,and for n=5,9,there is a sub Q-PVHS of the family uniformizing a Zariski open subset of an arithmetic ball quotient.Mao Sheng Jinxing Xu Kang Zuo 2013Communications in Mathematics and Statistics2013,1,1:0
6Local probing of the non-uniform distribution of ferrielectric and antiferroelectric phases显示文摘Piezoresponse force microscopy(PFM)is an indispensable tool in the investigation of local electromechanical responses and polarization switching.The acquired data provide spatial information on the local disparity of polarization switching and electromechanical responses,making this technique advantageous over macroscopic approaches.Despite its widespread application in ferroelectrics,it has rarely been used to investigate the ferrielectric(FiE)behaviors in antiferroelectric(AFE)materials.Herein,the PFM was utilized to study the local electromechanical behavior and distribution of FiE,and the AFE phases of PbZrO_(3)thin-film were studied,where only the FiE behavior is observable using a macroscopic approach.The FiE region resembles a ferroelectric material at low voltages but exhibits a unique on-field amplitude response at high voltages.In contrast,the AFE region only yields an observable response at high voltages.Phase-field simulations reveal the coexistence of AFE and FiE states as well as the phase-transition processes that underpin our experimental observations.Our work illustrates the usefulness of PFM as an analytical tool to characterize AFE/FiE materials and their phase-coexistence behavior,thereby providing insights to guide property modification and potential applications.Huimin Qiao Fangping Zhuo Zhen Liu Jinxing Wang Jeongdae Seo Chenxi Wang Jinho Kang Bin Yang Yunseok Kim 2023Nano Research2023,16,2:0
7Stress-Induced Deformation of Thin Copper Substrate in Double-Sided Lapping显示文摘Double-sided lapping is an precision machining method capable of obtaining high-precision surface.However,during the lapping process of thin pure copper substrate,the workpiece will be warped due to the influence of residual stress,including the machining stress and initial residual stress,which will deteriorate the flatness of the workpiece and ultimately affect the performance of components.In this study,finite element method(FEM)was adopted to study the effect of residual stress-related on the deformation of pure copper substrate during double-sided lapping.Considering the initial residual stress of the workpiece,the stress caused by the lapping and their distribution characteristics,a prediction model was proposed for simulating workpiece machining deformation in lapping process by measuring the material removal rate of the upper and lower surfaces of the workpiece under the corresponding parameters.The results showed that the primary cause of the warping deformation of the workpiece in the doublesided lapping is the redistribution of initial residual stress caused by uneven material removal on the both surfaces.The finite element simulation results were in good agreement with the experimental results.Jiang Guo Zengxu He Bo Pan Bin Wang Qian Bai Jinxing Kong Renke Kang 2023Chinese Journal of Mechanical Engineering2023,36,1:0
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