酰氯在BaSO4,喹啉-S或硫脲钝化的Pd催化剂的催化下氢化还原得到醛的反应。如果不进行钝化,生成的醛会继续还原成醇,因此可能的副产物有醇,酯和烷烃等。反应常用的溶剂有甲苯、二甲苯、THF等等,通常要求严格无水条件下进行,否则会有酸酐类副产物生成。硝基,卤素,酯基等基团在此反应条件下不会被还原。
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)
反应机理
反应实例
【Synthesis 1976, 767–768】
【Org. Process Res. Dev. 2012, 16, 1607-1617】
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)
A pressure vessel is charged in order with 600 mL of dry toluene,25 g. (0.30 mole) of anhydrous sodium acetate,3 g. of dry, 10% palladium-on-carboncatalyst,23 g. (0.10 mole) of 3,4,5-trimethoxybenzoyl chloride, and 1 mL of Quinoline S. The pressure vessel is flushed with nitrogen, sealed, evacuated briefly, and pressured to 50 p.s.i. with hydrogen. The mixture is shaken with 50 p.s.i. of hydrogen for 1 hour at room temperature, then heated at 35–40° for 2 hours. Agitation is continued overnight while the reaction mixture cools to room temperature. The pressure on the vessel is released, the vessel is opened, and the mixture is filtered through10 gof Celite filter aid, and the insoluble material is washed with 25 mL of toluene. The combined filtrates are washed successively with 25 mL of 5% sodium carbonate solution and 25 mL of water. The toluene solution is dried over5 gof anhydrous sodium sulfateand filtered. The filtrate is concentrated by distillation at reduced pressure using a water aspirator. The residue is distilledthrough a 10-cm. Vigreux column with warm watercirculating through the condenser, to preventcrystallization of the distillate, yielding 12.5–16.2 g (64–83%) of 3,4,5-trimethoxybenzaldehyde, b.p. 158–161°C(7–8 mmHg.), m.p. 74–75°C.
【Organic Syntheses, Coll. 1988,6,1007】
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