Abstract
We derive the complete asymptotic series, as t→+∞, for a general solution h(t) of the nonlinear differential equation h3(h″+h′)=1. The equation originates from a physical model related to the Hall effect.
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We derive the complete asymptotic series, as t→+∞, for a general solution h(t) of the nonlinear differential equation h3(h″+h′)=1. The equation originates from a physical model related to the Hall effect.