2321-0850
2.47 [According Google C. Report] | SJIF : 5.263 | PIF : 4.128
Sr. No. | Title and Author Name | Page No. | Download |
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1 | Title : The Global Attractors For The Higher-order Kirchhoff-type Equation With Nonlinear Strongly Damped Term Authors : Guoguang Lin , Yuting Sun Click Here For Abstract Abstract :The paper studies the longtime behavior of solutions to the initial boundary value problem for a class of Higher-order Kirchhoff models: For strong nonlinear damping and , we make assumptions (H1)-(H3). are nonlinear function specified later , we make assumptions (G1)-(G3). Under of the proper assume, the main results are existence and uniqueness of the solution are proved , and deal with the global attractors in natural energy space . |
1-7 | |
2 | Title : The pullback attractors for the Higher-order Kirchhoff-type equation with strong linear damping Authors : Guoguang Lin , Yunlong Gao Click Here For Abstract Abstract :The paper investigates pullback the attractors for the Higher-order Kirchhoff-type equation with strong linear damping:.Firstly, we do priori estimation for the equations to obtain the existence and uniqueness of the solution inby some assumptions the Galerkin method. Then, we prove existence of the pullback attractorsin . |
8-19 |
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