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Computation of Some Geometric Properties for New Nonlinear PDE Models
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作者 Nassar Hassan Abdel-All mohammed abdullah abdullah hamad +1 位作者 mohammed abdullah Abdel-Razek Amal Aboelwafa Khalil 《Applied Mathematics》 2011年第6期666-675,共10页
The purpose of the present work is to construct new geometrical models for motion of plane curve by Darboux transformations. We get nonlinear partial differential equations (PDE). We have obtained the exact solutions ... The purpose of the present work is to construct new geometrical models for motion of plane curve by Darboux transformations. We get nonlinear partial differential equations (PDE). We have obtained the exact solutions of the resulting equations using symmetry groups method. Also, the Gaussian and mean curvatures of Monge form of the soliton surfaces have been calculated and discussed. 展开更多
关键词 Motion of Curve DARBOUX TRANSFORMATIONS GAUSSIAN and Mean CURVATURES SYMMETRY GROUPS
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