This article derives resonance conditions for nuclear fusion, revealing implications for fusion cross sections in specific nuclei.
This article derives the geometric resonance condition for nuclear fusion from the many-body cross section theorem (Theorem 3.7.3.01). The resonance enhancement of fusion reactions is determined by local minima of the Jacobian spectral radius of — homologous to the nuclear magic number structure. When the product nucleus lies at or near a magic number, the Coulomb barrier is geometrically lowered and the fusion cross section is enhanced. The DT reaction possesses the highest fusion cross section because its product ⁴He is a doubly magic nucleus.
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guobin ouyang (2026) studied this question.
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