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Functional characterization of a novel microbial esterase identified from the Indian Ocean and its use in the stereoselective preparation of(R)-methyl mandelate 被引量:3
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作者 梁甲元 孙爱君 +4 位作者 张云 邓盾 王永飞 马三梅 胡云峰 《Chinese Journal of Oceanology and Limnology》 SCIE CAS CSCD 2016年第6期1269-1277,共9页
Genomic mining has identifi ed a novel microbial alkaline esterase from the Indian Ocean. This esterase was overexpressed in E. coli BL21(DE3) and further functionally characterized. Under optimal conditions(10 mmo... Genomic mining has identifi ed a novel microbial alkaline esterase from the Indian Ocean. This esterase was overexpressed in E. coli BL21(DE3) and further functionally characterized. Under optimal conditions(10 mmol/L substrate, p H 6.0, 2 h at 40 ℃), this esterase can hydrolyze racemic methyl mandelate to( R)-methyl mandelate with very high optical purity(e. e. 〉99%) and yield(nearly 90%). Interestingly, the stereoselectivity of this esterase is opposite to that of two previously reported lipases that can generate( S)-methyl mandelate through the hydrolysis of racemic methyl mandelate. No organic solvents or other additives were required to optimize the optical purity and production of the fi nal chiral product(R)-methyl mandelate, which can potentially simplify the production procedure of( R)-methyl mandelate catalyzed by esterase. 展开更多
关键词 alkaline esterase kinetic resolution r)-methyl mandelate high optical purity opposite stereoselectivity
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关于同位素质谱仪的系统稳定性 被引量:8
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作者 刘文贵 《质谱学报》 EI CAS CSCD 2001年第2期64-68,共5页
同位素质谱仪的系统稳定性是衡量同位素质谱仪质量的重要指标之一 ,它直接影响检测数据的准确度与精确度。本文探讨了影响系统稳定性指标的主要因素 ,即几何参数影响和电气参数的影响 ,以期为解决此类问题提供帮助。
关键词 同位素质谱仪 分辨率r 峰形Ps 系统稳定性Ss 离子束 离子源
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The Auslander-type condition of triangular matrix rings
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作者 HUANG ChongHui HUANG ZhaoYong 《Science China Mathematics》 SCIE 2012年第8期1647-1654,共8页
Let R be a left and right Noetherian ring and n, k be any non-negative integers. R is said to satisfy the Auslander-type condition Gn(k) if the right fiat dimension of the (i + 1)-th term in a minimal injective r... Let R be a left and right Noetherian ring and n, k be any non-negative integers. R is said to satisfy the Auslander-type condition Gn(k) if the right fiat dimension of the (i + 1)-th term in a minimal injective resolution of RR is at most i + k for any 0 ≤ i ≤ n - 1. In this paper, we prove that R is Gn(k) if and only if so is a lower triangular matrix ring of any degree t over R. 展开更多
关键词 Auslander-type condition triangular matrix rings fiat dimension minimal injective resolutions mlnlm^l A.t r^nlllti^n~
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