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Emil Fischer’s proof of the structure of glucose. 1891 (Nobel Prize 1902) (+)-glucose is an aldohexose * * * * CH 2 -CH-CH-CH-CH-CH=O OH OH OH OH OH Four chiral centers 2 4 = 16 stereoisomers.
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Emil Fischer’s proof of the structure of glucose. 1891 (Nobel Prize 1902) (+)-glucose is an aldohexose * * * * CH2-CH-CH-CH-CH-CH=O OH OH OH OH OH Four chiral centers 24 = 16 stereoisomers
(-)-arabinose is an aldopentose from which (+)-glucose can be made. * * * CH2-CH-CH-CH-CH=O OH OH OH OH three chiral centers 23 = 8 stereoisomers If we artitrarily assign C-4 to be D, then there are 4 stereoisomers
Fact: oxidation of (-)-arabinose yields an optically active dicarboxylic acid.
Fact: Using the Kiliani-Fischer synthesis to add a new chiral center to (-)-arabinose yields a mixture of (+)-glucose and (+)-mannose.
Fact: Oxidation of both (+)-glucose and (+)-mannose yield optically active dicarboxylic acids.
The only way that both (+)-glucose and (+)-mannose can give optically active dicarboxylic acids upon oxidation is if the configuration about C-4 is with the –OH on the right in the Fischer projection. But, which compound is (+)-glucose and which one is (+)-mannose? Fact: Oxidation of both (+)-glucose and (+)-gulose yield the same dicarboxylic acid. Fact: The dicarboxylic acid produced from (+)-mannose is not made by the oxidation of any other aldohexose.
Therefore, (+)-glucose has the following configuration: C-5 was assigned arbitrarily by Fischer. C-3 is known from the observation that the oxidation product of (-) arabinose is optically active; and (+)-glucose and (+)-mannose can be made from (-)-arabinose by the Kiliani-Fischer synthesis. C-4 is known from the fact that both (+)-glucose and (+)-mannose yield optically active dicarboxylic acids. C-2 is known from the fact that both (+)-glucose and (+)-gulose yield the same dicarboxylic acid.