1,6-Diphenyl-1,3,5-hexatriene (DPH) 1,6-二苯基-1,3,5-己三烯 货号: JP4010-250MG 品牌: Jinpan 标签: 分子生物学
描述
1,6-Diphenyl-1,3,5-hexatriene (DPH)
1,6-二苯基-1,3,5-己三烯
产品标签
DPH;1,6-Diphenyl-1,3,5-hexatriene 1,6-二苯基-1,3,5-己三烯;TMA-DPH; Membrane fluidity膜流动性荧光探针; fluorescence anisotropy 荧光各向异性;CAS NO:1720-32-7;
产品信息
产品名称
|
产品编号 |
CAS NO. |
规格 |
价格(元) |
DPH 1,6-二苯基-1,3,5-己三烯
|
JP4010-250MG |
1720-32-7 |
250mg |
529
|
DPH 1,6-二苯基-1,3,5-己三烯 |
JP4010-1G |
1720-32-7 |
1g |
899
|
产品描述
1,6-二苯基-1,3,5-己三烯(1,6-Diphenyl-1,3,5-hexatriene, DPH)是一种脂质单分子层和双分子层膜的探针,定位在单分子层和双分子层膜脂质的烃区,最大激发/发射波长分别为360/430nm。体外和活体外环境中,DPH用于鉴定脂膜动力学,以及用于测定阴离子、阳离子、不带电荷和两性表面活性剂的临界胶束浓度(CMC)。DPH是尼罗红(#JP4022)的有效替代物进行脂滴的荧光检测。
产品特性
CAS NO:1720-32-7 |
化学名:1,1′-(1,3,5-hexatriene-1,6-diyl)bis-benzen |
分子式:C18H16 |
同义名:Diphenylhexatriene; NSC 90479;二肉桂酰; |
分子量:232.32 g/mol |
纯度:≥98% |
熔点:199-203℃(lit.) |
外观:黄色至棕褐色固体 |
溶解性:溶于氯仿(10mg/ml)、DMF、DJPO |
荧光:λex 350 nm; λem 452 nm (in methanol) |
化学结构式:![1,6-Diphenyl-1,3,5-hexatriene (DPH) 1,6-二苯基-1,3,5-己三烯](http://www.jiqibio.com/product/16-diphenyl-135-hexatriene-dph/data:image/png;base64,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) 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保存与运输方法
保存:2-8℃避光干燥保存,长期不用可置于-20℃避光干燥保存,至少2年有效。
运输:冰袋运输。
注意事项
为了您的安全和健康,请穿实验服并戴一次性手套操作。
应用示例(来自文献,仅作参考)
1. 文献来源:Rath P, Huang C, Wang T, Wang T, Li H, Prados-Rosales R, Elemento O, Casadevall A, Nathan CF. Genetic regulation of vesiculogenesis and immunomodulation in Mycobacterium tuberculosis. Proc Natl Acad Sci U S A. 2013 Dec 3;110(49):E4790-7. doi: 10.1073/pnas.1320118110. Epub 2013 Nov 18. PMID: 24248369; PMCID: PMC3856836.
使用目的:使用亲脂性探针-DPH检测伯氏疏螺旋体(Borrelia burgdorferi)培养物的膜囊泡释放水平。
使用方法:为了定量测定释放的膜物质,膜囊泡用DPH(1 µg/mL)在33℃孵育30min。20min后,上清液用SpectraMax M2酶标仪测定荧光值,激发和发射波长分别是360nm和430nm。
使用图片:
![1,6-Diphenyl-1,3,5-hexatriene (DPH) 1,6-二苯基-1,3,5-己三烯](http://www.jiqibio.com/product/16-diphenyl-135-hexatriene-dph/data:image/png;base64,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)
Fig. MV derived from VirR-deficient Mtb are enriched in LpqH and SodC and are hyperinflammatory in BMM. (B) Lipid content associated with MV was quantified using a lipid release assay. Protein concentration was quantified using a Bradford assay. Data points represent the mean ± SD of three independent experiments. *P < 0.05.
2. 文献来源:Poojari C, Wilkosz N, Lira RB, Dimova R, Jurkiewicz P, Petka R, Kepczynski M, Róg T. Behavior of the DPH fluorescence probe in membranes perturbed by drugs. Chem Phys Lipids. 2019 Sep;223:104784. doi: 10.1016/j.chemphyslip.2019.104784. Epub 2019 Jun 12. PMID: 31199906.
使用目的:稳态荧光各向异性测定
使用方法:DPH溶于DMF配制储存液。POPC/ITZ脂质体用DPH避光染色1h,DPH的最终工作浓度为1.02×10−7 M。用 安装自动偏振器的SLM-AMINCO 8100荧光分光光度计测定各向异性。样本用350nm激发,荧光强度在428nm测定。
使用图片:![1,6-Diphenyl-1,3,5-hexatriene (DPH) 1,6-二苯基-1,3,5-己三烯](http://www.jiqibio.com/product/16-diphenyl-135-hexatriene-dph/data:image/png;base64,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)
Fig. The effect of the ITZ mole fraction on the fluorescence anisotropy of the DPH probe incorporated into the POPC/ITZ bilayer (λexc= 350 nm, λem= 428 nm, cDPH= 1.02 × 10−7 M). Values are the mean of three independent experiments and the error bars correspond to the standard deviations.
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