A study of nonlinear integrable fifth-order equation and a longitudinal wave equation in a magnetoelectro-elastic circular rod
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North-West University (South Africa)
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In this dissertation we study two nonlinear partial differential equations namely,
the longitudinal wave equation in a magnetoelectro-elastic circular rod and a new
integrable fifth-order equation. We employ the multiplier method to find conservation
laws and the Lie symmetry method to find symmetry reductions and exact solutions
for the two underlying equations.
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MSc (Applied Mathematics), North-West University, Mafikeng Campus