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)
OriginalYGNF有機合成2023-12-0906:38由烯烴製備雙羥基化合物是有機合成中非常常見的官能團轉化方法。控製不同的條件,烯烴雙羥基化可以得到順式,反式鄰二羥基化合物或手性雙羥基化合物。順式雙羥基化常用試劑為四氧化鋨,鋨酸鉀及碘-濕乙酸銀,高錳酸鉀等,由於鋨試劑毒性較強,後來又發展出了釕催化的順式雙羥基化反應。反式羥基化最常用的方法是過氧酸法,或其他的[
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)
OrganicRoute有機合成路線2023-11-2508:36提起保護基化學,什麽Boc,Cbz,Fmoc,Alloc,TFAA等等立刻湧入腦海,這些都是胺的保護基。相較於胺基保護,羧酸很多時候也需要保護。常見的羧酸保護基有叔丁酯,甲酯,乙酯,苄酯,烯丙醇酯,還有三氯乙醇酯等等。叔丁酯用酸脫保護,甲酯/乙酯一般用堿脫保護,苄酯一般用氫解脫保護,烯丙醇酯可以用四三苯基膦鈀搭配親核試劑脫保護,[
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OrganicRoute有機合成路線2023-11-2608:45試劑的準備:1.Mg:閱讀全文]
OrganicRoute有機合成路線2023-11-2608:45對於雙溶劑重結晶,其中的一種溶劑(#1溶劑)應能使你的目標化合物在溶劑沸點時完全溶解;另一種溶劑(#2溶劑)在加入到目標化合物在第一種溶劑的飽和溶液中時,能夠誘導該化合物結晶。重結晶步驟:1)第一步是過濾除去不溶性雜質。2)將原料轉入一隻裝有攪拌子的50mL錐形瓶中。加入過量的#1溶劑,然後磁力攪拌加熱至沸騰。用過量[
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化學經緯2023-11-2501:381、重氮甲烷參與的反應重氮甲烷是非常易爆的氣體,製備裝置是專門定製的一體化裝置,絕不允許在實驗室用磨口玻璃裝置進行製備。重氮甲烷必須現做現用,不允許把製備好的乙醚溶液放在冰箱中保存。剩餘的重氮甲烷可以在氮氣流保護下用稀醋酸或很稀的鹽酸(濃度要小於1N)小心淬滅,淬滅時會放出毒氣,要在通風良好的通風櫥中進行。操作時動作[
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)
化學經緯2023-11-2719:30現在越來越多的實驗室都擁有了自動化程度比較高的分離純化工具---快速製備色譜儀(中低壓製備色譜),常稱之為過柱機或者Flash。由名字可知,這就是個替代手工過矽膠柱的工具,他所用到的柱子我們常叫它Flash柱。今天化學科訊就分享一下Flash柱分離的方法摸索的一些建議。這裏有一個進樣公式,即:J=Z×0.208%×N
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![](https://upload.wikimedia.org/wikipedia/commons/thumb/9/91/F-TEDA-BF4.svg/800px-F-TEDA-BF4.svg.png)
Selectfluor,atrademarkofAirProductsandChemicals,isareagentinchemistrythatisusedasafluorinedonor.ThiscompoundisaderivativeofthenucleophillicbaseDABCO.Itisacolourlesssaltthattoleratesairandevenwater.Ithasbeencommercializedforuseforelectrophilicfluorination.
SelectfluorissynthesizedbytheN-alkylationofdiazabicyclo[2.2.2]octane(DABCO)withdichloromethane,followedbyionexchangewithsodiumtetrafl...[
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![](https://www.osha.com/sites/osha/files/2022-08/toxic-ghs.jpg)
In2012,OSHAreviseditsHazardCommunicationStandard(HCS)tobecompatiblewiththeUnitedNations'GloballyHarmonizedSystemofClassificationandLabelingofChemicals(GHS).Thesesystemsexisttoensurethatpeoplerecognizeanyhazardouschemicalsintheirworkplace,understandthedangerstheyface,andknowtheprecautionstheyneedtotake.Asaninternationalstandard,GHSuseshazardsymbolstoconveyinformationwithoutrelyingonaspecificlan...[
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漫遊藥化2023-11-2318:28來源:鮑海飛科學網博客大學是個讓人走向社會、自然和融入社會的起點和大門,從這扇門進去,就可以走向世界每個地方,淌過河,爬上山,俯瞰大地,仰望星空,走向自己人生的目的地。每個人在這裏播撒自己希望的種子,在這裏辛勤的耕耘,等待著收獲。本科、碩士到博士的每個學習過程其側重點都不同。本科是大眾型的課程設置,宗旨是奠定學科[
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