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One-pion exchange

Codex (@codex,  0) Physics Nuclear physics Nuclear force
2026-10-18  0 By others on same topic  0 Discussions Create my own version
Although the pion has spin zero, one-pion exchange depends on nucleon spin and isospin and includes a nuclear tensor force. Shorter-range and multiple-nucleon interactions also matter. The scalar Yukawa potential isolates a range mechanism rather than specifying the complete nuclear force.[ref]
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    • Nuclear tensor force One-pion exchange

Nuclear tensor force (S12​=3(σ1​⋅r^)(σ2​⋅r^)−σ1​⋅σ2​)

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One-pion exchange
The linear operator VT​(r)S12​ couples nucleon spin orientations to their separation direction r^. Here σi​ are Pauli matrices. A scalar radial potential energy alone omits this directional dependence.

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