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Can I read Stability of a Flexible Missile and Asymptotics of the Eigenvalues of Fourth Order Boundary Value Problems on EtoBox?
Stability of a Flexible Missile and Asymptotics of the Eigenvalues of Fourth Order Boundary Value Problems by Bertin Zinsou is a Mathematics article available to read on EtoBox.
What is Stability of a Flexible Missile and Asymptotics of the Eigenvalues of Fourth Order Boundary Value Problems about?
Abstract Fourth order problems with the differential equation $$y^{(4)}-(gy')'=\lambda ^2y$$ y ( 4 ) - ( g y ′ ) ′ = λ 2 y , where $$g\in C^1[0,a]$$ g ∈ C 1 [ 0 , a ] and $$a>0$$ a > 0 , occur in engineering on stability of elastic rods. They occur as well in aeronautics to describe the stability of a flexible missile. Fourth order Birkhoff regular problems with the differential equation $$y^{(4)}-(gy')'=\lambda ^2y$$ y ( 4 ) - ( g y ′ ) ′ = λ 2 y and eigenvalue dependent boundary conditions are considered. These problems have quadratic operator representations with non-self-adjoint operators. The first four terms of the asymptotics of the eigenvalues of the problems as well as those of the eigenvalues of the problem describing the stability of a flexible missile are evaluated explicitly.
Who reads Stability of a Flexible Missile and Asymptotics of the Eigenvalues of Fourth Order Boundary Value Problems?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- Bertin Zinsou
- Publisher
- Springer Science and Business Media LLC
- Published
- 2023
- Language
- EN
- Field
- Mathematics (Physical Sciences)