In chemistry, a zwitterion also called an inner salt or dipolar ion,[1] is a molecule that contains an equal number of positively- and negatively-charged functional groups.[2] With amino acids, for example, in solution a chemical equilibrium will be established between the "parent" molecule and the zwitterion.
Betaines are zwitterions that cannot isomerize to an all-neutral form, such as when the positive charge is located on a quaternary ammonium group. Similarly, a molecule containing a phosphonium group and a carboxylate group cannot isomerize.
Tautomerism of amino acids follows this stoichiometry:
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![](data:image/png;base64,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)
The ratio of the concentrations of the two species in solution is independent of pH.
It has been suggested, on the basis of theoretical analysis, that the zwitterion is stabilized in aqueous solution by hydrogen bonding with solvent water molecules.[3] Analysis of neutron diffraction data for glycine showed that it was in the zwitterionic form in the solid state and confirmed the presence of hydrogen bonds.[4] Theoretical calculations have been used to show that zwitterions may also be present in the gas phase for some cases different from the simple carboxylic acid-to-amine transfer.[5]
The pKa values for deprotonation of the common amino acids span the approximate range 2.15±0.2. This is also consistent with the zwitterion being the predominant isomer that is present in an aqueous solution. For comparison, the simple carboxylic acid propionic acid (CH3CH2CO2H) has a pKa value of 4.88.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/0/06/Amino_Acid_Zwitterion_Structural_Formulae_V.1.svg/280px-Amino_Acid_Zwitterion_Structural_Formulae_V.1.svg.png)
Sulfamic acid crystallizes in the zwitterion form.[6]
In crystals of anthranilic acid there are two molecules in the unit cell. One molecule is in the zwitterion form, the other is not.[7]
In the solid state, H4EDTA is a zwitterion with two protons having been transferred from carboxylic acid groups to the nitrogen atoms.[8]
In Psilocybin the proton on the dimethyl amino group is labile and may jump to the phosphate group to form a compound which is not a zwitterion.
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)
The compound trimethylglycine, which was isolated from sugar beet, was named as "betaine". Later, other compounds were discovered that contain the same structural motif, a quaternary nitrogen atom with a carboxylate group attached to it via a –CH2– link. At the present time, all compounds whose structure includes this motif are known as betaines. Betaines do not isomerize because the chemical groups attached to the nitrogen atom are not labile. These compounds may be classed as permanent zwitterions, as isomerisation to a molecule with no electrical charges does not occur, or is very slow.[11]
Other examples of permanent zwitterions include phosphatidylcholines, which also contain a quaternary nitrogen atom, but with a negatively-charged phosphate group in place of a carboxylate group; sulfobetaines, which contain a quaternary nitrogen atom and a negatively charged sulfonate group;[12] and pulmonary surfactants such as dipalmitoylphosphatidylcholine. Lauramidopropyl betaine is the major component of cocamidopropyl betaine.
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)
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