Mechanical Systems with Singular Equilibria and the Coulomb Dynamics of Three Charges
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DOI: 10.1007/s11253-018-1519-7
Abstract: We consider mechanical systems for which the matrices of second partial derivatives of the potential energies at equilibria have zero eigenvalues. It is assumed that their potential energies are holomorphic functions in these singular equilibrium… read more here.
Keywords: coulomb dynamics; equilibria coulomb; mechanical systems; systems singular ... See more keywords