简单直接,将无水干冰加入到反应体系中,或者直接将反应液倒入干冰中,淬灭反应,得到插入羰基的产物。
![](data:image/png;base64,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)
如上图的反应,先利用丁基锂拔氢形成活性碳负离子,整个反应体系在干冰丙酮浴中保持-78℃,拔氢过程很快,几分钟后就可完成,由于碳负离子中间体极不稳定,如果通入二氧化碳气体需要很长时间才能完成反应,这就导致碳负离子中间体变坏影响产率。我们可以直接加入干冰攫取碳负离子得到羧酸产物可以明显提高产率。但是必须是无水干冰才能顺利得到产物,如果干冰中有少量冰渣,会明显影响产率。怎样才能制备无水干冰呢?其实很简单,也是上面的方法,利用无水四氢呋喃洗掉干冰上少量的水,具体操作:利用无水无氧操作【Schlenk技术及无水无氧操作中物料的转移】准备一个连有惰性气体气球的干燥三颈瓶,加入无水四氢呋喃,利用干冰丙酮浴将体系冷至-78℃,加入干冰,轻微摇晃后,利用长针头吸出上层四氢呋喃,也可以直接在正压惰性气体体系中倒出四氢呋喃,这样就得到了基本无水的干冰。将反应液直接转移到无水干冰的三颈瓶中,搅拌半小时,反应完毕。
另外苯环上有邻位导向基团导向基团,可以用丁基锂直接拔氢后利用此方法引入羧基。
![](data:image/png;base64,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)
好的邻位导向基团有很强的配位或螯合效应,导致邻位氢的酸性增强。电子密度大的取代基与锂的相互作用,使得相邻的位置被选择性锂化。
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)
DMG没必要必须是惰性基团:
![](data:image/png;base64,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)
强 DMGs:
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-CON-R, -CONR2,
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-N-COR, -N-CO2R
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![Image](https://mmbiz.qpic.cn/mmbiz/ic0Uxm7FMhiaI3TserEg3h7Rypskj4evUH8u9fChyRxZx6XTUh3wbgVjalfXte5OpwdHGAbyOvtNlPkkQ7N0Dt8g/640?wx_fmt=jpeg&wxfrom=5&wx_lazy=1&wx_co=1&tp=wxpic)
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-OCONR2, -OMOM
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-SO3R
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-CH=NR
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-SO2NR2
|
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-CN
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-SO2tBu
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中等强度
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-CF3
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-NR2
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-NC
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-OMe
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-F
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-Cl
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弱导向基团
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-CH2O-
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-O-
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-C三C-
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-S-
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Ph
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