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Well-ordered layered LiNi0.8Co0.1Mn0.1O2 submicron sphere with fast electrochemical kinetics for cathodic lithium storage 被引量:9
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作者 Jianing Liang Yun Lu +5 位作者 Jie Wang Xupo Liu Ke Chen Weihao Ji Ye Zhu Deli Wang 《Journal of Energy Chemistry》 SCIE EI CAS CSCD 2020年第8期188-195,I0007,共9页
Nickel-rich layered oxides have drawn sustainable attentions for lithium ion batteries owing to their higher theoretical capacities and lower cost.However,nickel-rich layered oxides also have exposed several defects f... Nickel-rich layered oxides have drawn sustainable attentions for lithium ion batteries owing to their higher theoretical capacities and lower cost.However,nickel-rich layered oxides also have exposed several defects for commercial application,such as uncontrollable ordered layered structure,which leads to higher energy barrier for Li+diffusion.In addition,suffering from structural mutability,the bulk nickelrich cathode materials likely trigger overall volumetric variation and intergranular cracks,thus obstructing the lithium ion diffusion path and shortening the service life of the whole device.Herein,we report wellordered layered Li Ni0.8Co0.1Mn0.1O2 submicron spheroidal particles via an optimized co-precipitation and investigated as LIBs cathodes for high-performance lithium storage.The as-fabricated Li Ni0.8Co0.1Mn0.1O2 delivers high initial capacity of 228 mAh g–1,remarkable energy density of 866 Wh kg–1,rapid Li ion diffusion coefficient(10–9cm2s–1)and low voltage decay.The remarkable electrochemical performance should be ascribed to the well-ordered layered structure and uniform submicron spheroidal particles,which enhance the structural stability and ameliorate strain relaxation via reducing the parcel size and shortening Li-ion diffusion distance.This work anticipatorily provides an inspiration to better design particle morphology for structural stability and rate capability in electrochemistry energy storage devices. 展开更多
关键词 Lithium ion batteries Nickel-rich cathode Well-ordered layered structure Submicron spheroidal particles Electrochemical kinetics
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Deep ultraviolet light-emitting diodes based on a well-ordered AlGaN nanorod array 被引量:8
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作者 LIANG ZHANG YANAN GUO +7 位作者 JIANCHANG YAN QINGQING WU YI LU ZHUOHUI WU WEN GU XUECHENG WEI JUNXI WANG JINMIN LI 《Photonics Research》 SCIE EI CSCD 2019年第9期941-947,共7页
The nanorod structure is an alternative scheme to develop high-efficiency deep ultraviolet light-emitting diodes(DUV LEDs). In this paper, we first report the electrically injected 274-nm AlGaN nanorod array DUV LEDs ... The nanorod structure is an alternative scheme to develop high-efficiency deep ultraviolet light-emitting diodes(DUV LEDs). In this paper, we first report the electrically injected 274-nm AlGaN nanorod array DUV LEDs fabricated by the nanosphere lithography and dry-etching technique. Nanorod DUV LED devices with good electrical properties are successfully realized. Compared to planar DUV LEDs, nanorod DUV LEDs present>2.5 times improvement in light output power and external quantum efficiency. The internal quantum efficiency of nanorod LEDs increases by 1.2 times due to the transformation of carriers from the exciton to the free electron–hole, possibly driven by the interface state effect of the nanorod sidewall surface. In addition, the nanorod array significantly facilitates photons escaping from the interior of LEDs along the vertical direction, contributing to improved light extraction efficiency. A three-dimensional finite-different time-domain simulation is performed to analyze further in detail the TE-and TM-polarized photon extraction mechanisms of the nanostructure. Our results demonstrate the nanorod structure is a good candidate for high-efficiency DUV emitters. 展开更多
关键词 Deep ultraviolet LIGHT-EMITTING DIODES based on a well-ordered ALGAN nanorod array ALGAN
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ON STRONGLY REGULAR RINGS
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作者 Huang Junmin(Dept. of Applied Mathematics) 《Journal of Shanghai Jiaotong university(Science)》 EI 1996年第2期6-8,16,共4页
?The multiplication semigroup of strongly regular ring R in the light of semigroup is researched,hence some properties of strongly regular rings are obtained. The non-division strongly regular ring R is anilpotent sem... ?The multiplication semigroup of strongly regular ring R in the light of semigroup is researched,hence some properties of strongly regular rings are obtained. The non-division strongly regular ring R is anilpotent semisimple ring without identity element. It is neither the Artin ring nor the Noether ring. The setidempotents of ring R is an infinite set without the maximum and minimal conditions,it is a unions of someorder sets and hai a non-well-ordered order set at least. 展开更多
关键词 STRONGLY REGULAR ring maximum CONDITION MINIMAL CONDITION IDEMPOTENT element well-ordered chain
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Fuzzy Zorn’s lemma with applications
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作者 XIN Xiao-long FU Yu-long 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2021年第4期521-536,共16页
We introduced the fuzzy axioms of choice,fuzzy Zorn’s lemma and fuzzy well-ordering principle,which are the fuzzy versions of the axioms of choice,Zorn’s lemma and well-ordering principle,and discussed the relations... We introduced the fuzzy axioms of choice,fuzzy Zorn’s lemma and fuzzy well-ordering principle,which are the fuzzy versions of the axioms of choice,Zorn’s lemma and well-ordering principle,and discussed the relations among them.As an application of fuzzy Zorn’s lemma,we got the following results:(1)Every proper fuzzy ideal of a ring was contained in a maximal fuzzy ideal.(2)Every nonzero ring contained a fuzzy maximal ideal.(3)Introduced the notion of fuzzy nilpotent elements in a ring R,and proved that the intersection of all fuzzy prime ideals in a commutative ring R is the union of all fuzzy nilpotent elements in R.(4)Proposed the fuzzy version of Tychonoff Theorem and by use of fuzzy Zorn’s lemma,we proved the fuzzy Tychonoff Theorem. 展开更多
关键词 fuzzy axioms of choice fuzzy Zorn’s lemma fuzzy well-ordering principle fuzzy ideal of a ring fuzzy Tychonoff Theorem
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A Criterion for Dependency of Algebraic Equations With Applications to Automated Theorem Proving 被引量:3
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作者 张景中 杨路 侯晓荣 《Science China Mathematics》 SCIE 1994年第5期547-554,共8页
In this paper,a characteristic-set-based criterion is given to verify whether a polynomial is vanishing over an algebraic variety.The algorithm is feasible in practice,and does not depend on the decomposition of the v... In this paper,a characteristic-set-based criterion is given to verify whether a polynomial is vanishing over an algebraic variety.The algorithm is feasible in practice,and does not depend on the decomposition of the variety. 展开更多
关键词 well-ordering ascending CHAIN RESULTANT
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THE STRUCTURE OF LASALLE’S INVARIANT SET FOR LOTKA-VOLTERRA SYSTEMS 被引量:4
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作者 刘立 陆征一 王东明 《Science China Mathematics》 SCIE 1991年第7期783-790,共8页
<正> By developing the mechanical proving method, we determine the structure of LaSalle’sinvariant set for 7-dimensional Lotka-Volterra food chain systems, based on Ritt-Wu’s prin-ciple. We then further show t... <正> By developing the mechanical proving method, we determine the structure of LaSalle’sinvariant set for 7-dimensional Lotka-Volterra food chain systems, based on Ritt-Wu’s prin-ciple. We then further show that the locally asymptotical stable equilibrium point of Lotka-Volterra food chain systems for 7 dimension must be globally stable. 展开更多
关键词 LOTKA-VOLTERRA systems LaSalle’s INVARIANT set well-ordering PRINCIPLE global stability.
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