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Isolation, identification and arsenic-resistance of Acidithiobacillus ferrooxidans HX3 producing schwertmannite 被引量:5
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作者 Yiqun Xu Ming Yang +1 位作者 Ting Yao huixin xiong 《Journal of Environmental Sciences》 SCIE EI CAS CSCD 2014年第7期1463-1470,共8页
Schwertmannite, a ubiquitous mineral present in iron oxyhydroxides formed in iron- and sulfate-rich acid media, favors incorporation of some toxic anions in its structure. We reported an iron-oxidizing bacterial strai... Schwertmannite, a ubiquitous mineral present in iron oxyhydroxides formed in iron- and sulfate-rich acid media, favors incorporation of some toxic anions in its structure. We reported an iron-oxidizing bacterial strain HX3 from a municipal sludge that facilitates the formation of pure schwertmannite in cultures. Ferrous iron oxidation by the isolated strain HX3 was optimum at an initial pH of 2.0-3.3 and temperature of 28-35°C. Pure schwertmannite was found through bacterial oxidation of ferrous iron at an initial pH 2.8and temperature 28°C. Following 16 S rDNA gene sequence analysis the bacterial strain HX3 was identified as Acidithiobacillus ferrooxidans. The arsenic-resistance A. ferrooxidans HX3 showed the potential of environmental application in arsenic removal from the As(Ⅲ)- and iron-rich acid sulfate waters directly by As(Ⅲ) adsorption or the formation of schwertmannite in the environment. 展开更多
关键词 Isolation Identification Arsenic-resistance Acidithiobacillus ferrooxidans Schwertmannite
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Ordered space-time structures: Quantum carpets from Gaussian sum theory
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作者 huixin xiong XueKe Song +2 位作者 HuaiYang Yuan DaPeng Yu ManHong Yung 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS CSCD 2019年第7期55-62,共8页
The term "quantum carpet" can be observed in many closed quantum systems, where the evolution of a wave function exhibits a carpet-like pattern. Quantum carpet mechanisms are also akin to the classical inter... The term "quantum carpet" can be observed in many closed quantum systems, where the evolution of a wave function exhibits a carpet-like pattern. Quantum carpet mechanisms are also akin to the classical interference patterns of light. Although the origins of quantum carpets have previously been studied by various researchers, many interesting details are still worth exploring. In this study, we present a unified framework for simultaneously analyzing three different features of quantum carpets: full revival,fractional revival, and diagonal canal. For the fractional revival feature, a complete formula is presented to explain its formation through Gaussian sum theory, in which all essential features, including phases and amplitudes, are captured analytically. We also reveal important relationships between the interference terms of diagonal canals and their geometric interpretations such that a better understanding of the development of diagonal canals can be supported. 展开更多
关键词 QUANTUM CARPETS fractional REVIVAL DIAGONAL CANAL Gaussian sum THEORY
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