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Number of Rings or Unsaturations

When the elemental analysis of a molecule or of a fragment is known, the number of rings or unsaturations can be calculated. Even though this does not hold just for mass spectrometry, let us recall the principle. [Pg.258]

An aliphatic hydrocarbon has a formula C H2 + 2. Each ring or unsaturation that is present in a hydrocarbon decreases the number of hydrogen atoms by two units. Let x be the number of hydrogen atoms observed then, if N, is the number of rings and unsaturations, we have [Pg.258]

Benzene indeed contains one ring and three unsaturations. [Pg.258]

The presence of an oxygen or a sulfur atom in the molecule does not modify these numbers, as we can see when comparing CH4 with CH3OH and CH3SH, or CH3CH3 with CH3OCH3 and CH3SCH3. [Pg.258]

Each halogen atom replaces a hydrogen atom and decreases the number of hydrogen atoms by an equal number, as is shown by CH4 and CH2C12. [Pg.258]


Let n be the number of carbon atoms, and nX and N be those of halogens and nitrogen (or phosphorus), respectively. The following rule can be deduced, where A, is the number of rings or unsaturations and x is the number of hydrogen atoms that are found experimentally ... [Pg.258]


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Number of rings

Ring number

Unsaturation number

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