![](https://upload.wikimedia.org/wikipedia/commons/thumb/9/9f/HSi%27n.png/350px-HSi%27n.png)
Hydrosilylation,alsocalledcatalytichydrosilation,describestheadditionofSi-Hbondsacrossunsaturatedbonds.Ordinarilythereactionisconductedcatalyticallyandusuallythesubstratesareunsaturatedorganiccompounds.Alkenesandalkynesgivealkylandvinylsilanes;aldehydesandketonesgivesilylethers.Hydrosilylationhasbeencalledthe"mostimportantapplicationofplatinuminhomogeneouscatalysis."Hydrosilylationofalke...[
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)
1881年3月23日,海爾曼·施陶丁格出生在德國的弗爾姆斯。他父親是新康德派的哲學家,所以他從小就受到各種新的哲學思想的熏陶,對新事物比較敏銳,在科學推理、思維中,能夠不受傳統觀念的束縛,善於從複雜的事物中,理出頭緒,發現關鍵之處,提出新的觀點。在中學時,他曾對植物學發生濃厚的興趣,所以中學畢業後,他考入哈勒大學學習植物學。這時有一位對[
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![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/60/Crabtree.svg/220px-Crabtree.svg.png)
Crabtree'scatalystisanorganoiridiumcompoundwiththeformula[C8H12IrP(C6H11)3C5H5N]PF6.Itisahomogeneouscatalystforhydrogenationandhydrogen-transferreactions,developedbyRobertH.Crabtree.Thisairstableorangesolidiscommerciallyavailableandknownforitsdirectedhydrogenationtogivetransstereoselectivitywithrespectiveofdirectinggroup.Crabtree’scatalystiseffectiveforthehydrogenationsofmono-,di-,tri-,a...[
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![](https://upload.wikimedia.org/wikipedia/commons/thumb/f/fe/CominsReagent.png/220px-CominsReagent.png)
TheComins'reagentisatriflyl-donatingreagentthatisusedtosynthesizevinyltriflatesfromthecorrespondingketoneenolatesordienolates.
Itwasfirstreportedin1992byDanielComins.ThevinyltriflatespreparedareusefulassubstratesintheSuzukireaction.
Education
BAChemistryStateUniversityofNewYork1972
PhDChemistryUniversityofNewHampshire1977
PostdoctoralResearchChemistryColoradoStateU...[
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![](https://upload.wikimedia.org/wikipedia/commons/thumb/f/f1/Wilkinson%27s-catalyst-2D.png/220px-Wilkinson%27s-catalyst-2D.png)
Wilkinson'scatalystisthecommonnameforchloridotris(triphenylphosphine)rhodium(I),acoordinationcomplexofrhodiumwiththeformula[RhCl(PPh3)3](Ph=phenyl).Itisared-browncoloredsolidthatissolubleinhydrocarbonsolventssuchasbenzene,andmoresointetrahydrofuranorchlorinatedsolventssuchasdichloromethane.Thecompoundiswidelyusedasacatalystforhydrogenationofalkenes.ItisnamedafterchemistandNobellaureateSirGeoff...[
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![](https://chem.libretexts.org/@api/deki/files/219807/clipboard_e8edaa8a688d42341f98ee0320bdc8041.png?revision=1)
Acyclopentadienylcomplexisacoordinationcomplexofametalandcyclopentadienylgroups(C5H−
5,abbreviatedasCp−).Cyclopentadienylligandsalmostinvariablybindtometalsasapentahapto(η5-)bondingmode.Themetal–cyclopentadienylinteractionistypicallydrawnasasinglelinefromthemetalcentertothecenteroftheCpring.ExamplesBiscyclopentadienylcomplexesarecalledmetallocenes.Afamousexampleofthistype...[
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)
Martin'ssulfuraneistheorganosulfurcompoundwiththeformulaPh2S[OC(CF3)2Ph]2(Ph=C6H5).Itisawhitesolidthateasilyundergoessublimation.Thecompoundisanexampleofahypervalentsulfurcompoundcalledasulfurane.Assuch,thesulfuradoptsasee-sawstructure,withalonepairofelectronsastheequatorialfifthcoordinateofatrigonalbipyramid,likethatofsulfurtetrafluoride(SF4).Thecompoundisareagentinorganicsynthesis.Oneapplica...[
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1.元素周期表中所有元素都可以測出核磁共振譜嗎?不是。首先,被測的原子核的自旋量子數要不為零;其次,自旋量子數最好為1/2(自旋量子數大於1的原子核有電四極矩,峰很複雜);第三,被測的元素(或其同位素)的自然豐度比較高(自然豐度低,靈敏度太低,測不出信號)。2.關於樣品管,要注意什麽?對於5mm探頭來說,其中探頭內部隔離樣品和線圈的石英管內徑隻有[
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![](https://upload.wikimedia.org/wikipedia/commons/thumb/3/3f/Yoshito_Kishi_2002_2003.jpg/220px-Yoshito_Kishi_2002_2003.jpg)
據哈佛大學化學係教授消息,世界最傑出的有機化學家之一、美國哈佛大學化學與化學生物學係教授YoshitoKishi剛剛逝世,享年86歲。
KishiYoshito(岸義人),日本有機合成化學家,專長天然物化學,現任哈佛大學名譽教授,美國衛材株式會社副社長。
1937年4月13日,岸義人出生於日本愛知縣名古屋市。1966年在名古屋大學獲得理學博士。1966-1968年,在哈佛大學從事博士後[
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