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- W2022082715 abstract "Time-dependent behaviour of a dynamo model proposed by Lilley is numerically investigated. In order to avoid the mathematical complexity, only four types of magnetic fields, S1, T2, T2c2 and T2s2 say, are taken into account ignoring fields expressed by spherical harmonics of higher order. Under an initial condition that a uniform magnetic field is given to the system, growth of the magnetic fields is studied. It then turns out that a steady state is reached within a period of several thousand years provided the velocity takes on a value as determined by Lilley as an eigenvalue. When the velocity is larger or smaller than the eigen-value, growth or decay of the fields respectively takes place.In the next place, time-dependent behaviour of the system is examined assuming that a disturbance is given to one of the magnetic fields keeping other fields at their steady state values. It seems likely that the system is most disturbed after all when a new steady state is reached by the disturbance in the S1-type field, although the intensity of the field is weaker than that of the T2-type field by one order of magnitude." @default.
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- W2022082715 date "1972-01-01" @default.
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- W2022082715 title "Non-Steady State of a Bullard-Gellman-Lilley Dynamo Model" @default.
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- W2022082715 doi "https://doi.org/10.5636/jgg.24.203" @default.
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