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1)  microcystin variants
微囊藻毒素异构体
2)  microcystins
微囊藻毒素
1.
Research progress in photocatalytic degradation of microcystins in lakes;
湖泊源水中微囊藻毒素的光催化降解研究进展
2.
Preliminary survey on water eutrophication and microcystins level in Beijing Miyun Reservoir;
北京密云水库富营养化和微囊藻毒素污染水平初步调查分析
3.
Culture and activity of bacterical Delftia acidovorans USTB-04 for efficient biodegradation of microcystins;
高效降解微囊藻毒素食酸戴尔福特菌USTB-04的培养与活性研究
3)  microcystin
微囊藻毒素
1.
Effect of nitrogen and phosphorous on the production of microcystin under laboratory conditions;
实验条件下氮、磷对微囊藻毒素产生的影响
2.
Advance of study on the detoxification of the microcystin;
微囊藻毒素无害化处理的研究进展
3.
Pollution Status of Microcystin in Dianshan Lake and Poyang Lake in China;
淀山湖及鄱阳湖水体中微囊藻毒素的污染
4)  Microcystin-LR
微囊藻毒素
1.
Study on the Kinetics of Removal of Microcystin-LR by Fenton Reagent;
Fenton试剂催化氧化降解微囊藻毒素的动力学研究
2.
Effect of microcystin-LR on phagocytic function and reactive oxygen species level of mouse macrophages;
微囊藻毒素-LR对小鼠巨噬细胞吞噬功能及活性氧水平的影响
3.
Genetic Toxicity Induced by Microcystin-LR in Vitro;
微囊藻毒素Microcystin-LR体外遗传毒性
5)  microcystin-LR
微囊藻毒素-LR
1.
Preparation of Polyclonal Antibody Against Microcystin-LR;
微囊藻毒素-LR多克隆抗体的制备
2.
The Characteristic IR Spectra of Microcystin-LR;
微囊藻毒素-LR的特征红外光谱
3.
Removal of microcystin-LR by UV/H_2O_2 photocatalytic oxidation;
UV/H_2O_2催化氧化去除微囊藻毒素-LR
6)  microcystin-RR
微囊藻毒素-RR
1.
Effect of microcystin-RR on cell viability and nutrient physiology of tobacco BY-2 suspension cells;
微囊藻毒素-RR对烟草细胞活力及营养生理的影响
2.
The purpose of the present study was to investigate the effects of microcystin-RR(MC-RR)on the viability,protein and soluble sugar contents,as well as nitrogen and phosphorus uptake in tobacco BY-2 cells.
1,1,10μg/mL 的微囊藻毒素-RR(MC-RR)处理烟草 BY-2 悬浮细胞,测定了细胞活力,细胞内蛋白质含量、可溶性糖含量、硝态氮含量及总磷含量,并且检测了酸性磷酸酶(ACP)的活力变化。
补充资料:顺-反式异构体(cistrans isomer),1,2,4异构体
分子式:
CAS号:

性质:又称顺-反式异构体(cistrans isomer),1,2,4异构体或1,2,6异构体(1,2,4 isomer;1,2,6 isomer)。八面体配位化合物中,六个配体分别为3个A(如图中Cl:A1,A2,A3)和3个B(如图中Py:B1,B2,B3)(图暂缺)。当三个相同的配体中的两个(如A1与A3或B1与B3)互为反式,第三个(如A2或B2)与这两个A1与A3或B1与B3)均为顺式,这样的排布的异构体即为经式异构体。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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