Consider two dyons satisfying the Dirac-Schwinger-Zwanziger quantization condition given in exercise 3 , the minimum value for the integer, \(N=1\), occurring when one of the dyons has \(q_{1}=e, g_{1}=h / e\). Calculate the total relative force between the dyons.

Data From Exercise 3:-

In the presence of so-called dyons, particles that carry both electric and magnetic charges, the Dirac quantization condition for a particle with charges \(\left(q_{1}, g_{1}\right)\) and another particle with charges \(\left(q_{2}, g_{2}\right)\) is generalized to the Dirac-Schwinger-Zwanziger quantization condition

Prove this relation using a generalization of the argument for the quantization of the total angular momentum of system of two particles.

Transcribed Image Text:

91829281 = 2hN, NE N. (27.58)