分子中活泼氢是容易发生交换的氢,并不固定与某个原子相连接,存在着快速交换机制。如果这个交换相对于NMR时间标度是快的,活泼氢就只能感受到邻近质子的平均结果,则分子中本来不是等价的核将表现为等价,从而使裂分不能发生;如果这个过程是慢的,则不等价性就会表现出来,相互之间的耦合裂分就会出现。活泼氢的交换速度与分子的结构和测试条件如温度、浓度、溶剂等有关。 常温下,OH、NH和SH相较,OH交换速度最快,一般无裂分,表现为尖锐的单峰;氨基交换速度中等,有时会产生耦合裂分,但有时又与羟基一样为尖锐的单峰。巯基SH质子交换速度最慢,和碳上质子一样,会与邻近质子有耦合作用。如苄基硫醇在CDCl3中测定(图4),亚甲基与巯基之间产生耦合裂分,耦合常数J为7.6 Hz。 ![](data:image/png;base64,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)
从测试条件来看,通常常温下看不到活泼氢与邻近氢的耦合,但随着温度的降低,交换变慢,就可以观察到活泼氢与邻近氢的耦合裂分。如甲醇在−54 ℃测定,甲基受到羟基的作用,裂分为二重峰,同时羟基在甲基作用下裂分为四重峰(图5)。 ![](data:image/png;base64,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)
活泼氢在样品之间或与溶剂之间如果形成氢键将会限制其交换,此时就会产生耦合裂分,如高浓度、酸性杂质或者氘代二甲基亚砜DMSO-d6做溶剂等。高浓度乙醇中,羟基氢被邻近的亚甲基―CH2―上的氢裂分成三重峰,而亚甲基上的氢由于被―CH3上的氢裂分,又被―OH上的氢裂分,将观察到一个双四重峰。低浓度时,使用氘代氯仿为溶剂,由于氘代氯仿CDCl3不可避免的酸性杂质的存在会促进活泼氢的交换,醇羟基与邻位碳上质子的耦合就会消失,得到一个尖锐的单峰。但二甲基亚砜DMSO-d6溶剂中一般不会存在酸性杂质,同时活泼氢会与DMSO-d6的氧原子形成氢键,减缓交换过程。因此,以DMSO-d6为溶剂测定核磁共振氢谱,活泼氢常常表现出与邻接氢的耦合裂分,如以DMSO-d6为溶剂,乙醇的羟基与亚甲基耦合常数J约为5.2 Hz(图6)。氨在酸性溶液中会形成铵盐,氮原子带正电,其上活泼氢的交换就会很缓慢。受氮原子影响的耦合裂分可以形成外观强度相等的三重宽峰;同时,氨基氢也会与邻接碳上质子耦合,裂分复杂。 来源:大学化学, 2019, 34,82 |