Reformulation of the Fourier-Bessel steady state mode solver using Ampere's and Faraday's law.
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Matrix perturbation technique developed for the Fourier-Bessel mode solver.
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Three forms of the system matrix and perturbation matrix are provided.
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Matrix generating expressions provided.
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System matrix order reduction is presented which is possible using structure symmetry and sectioning eigenstates into mode families.
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Discussion of rotational space mode families, mixing and field properties.
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Two perturbation symmetry examples are presented, one for on symmetry perturbation, one for off symmetry perturbation.
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The simplified nature of the reformulated perturbative Fourier-Bessel numerical solver makes it attractive to all researchers with a moderately performant desktop PC.
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