When two protons couple to each other, they cause splitting of each other’s peaks. The spacing between the peaks is the same for both protons, and is referred to as the coupling constant or J constant.
Adjacent nuclei prefer to be in opposite spin states in the ground state. For a typical C—H bond, two peaks are observed in the 13C spectrum, due to the two shown transitions.
Some common one-bond coupling constants have been displayed below:
Commonly called as geminal coupling, these are usually smaller in magnitude than 1 bond coupling.
Some common 2 bond coupling constants:
Geminal coupling increases in magnitude as the decreases, due to higher electron spin correlation.
Commonly called vicinal coupling, these usually follow the (n+1) rule in simple aliphatic hydrocarbon chains. Nuclear and electronic spin interactions carry the spin information from one hydrogen to its neighbor.
As a result, the best overlap occurs when the C—H bonds are at a dihedral angle of 0°.
The magnitude of vicinal coupling is directly related to the dihedral angle between the C—H bonds in question. The Karplus equation relates dihedral angle to the coupling constant between two vicinal hydrogen nuclei.
Jcis > Jtrans (unlike in alkenes)
Very rarely, but often significantly, coupling takes place between two atoms separated by four bonds or more (nJ; n≥4). The common systems where this is exhibited are allylic systems, rigid bicyclic systems, and aromatic rings. Since these couplings are observed through a large number of bonds, a highly specific stereochemical arrangement is essential.
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1. What is a coupling constant in NMR spectroscopy? |
2. How is the coupling constant related to the number of bonds between coupled atoms? |
3. How does the coupling constant vary in 2J coupling? |
4. What is the coupling constant of cis/trans alkenes? |
5. What is the coupling constant of cyclohexane systems? |
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