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6 Euler–Bernoulli beam conveying fluid equation with nonconstant velocity and dynamical boundary conditions
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Akram Ben Aissa
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Chapters in this book
- Frontmatter I
- Preface V
- Contents VII
- 1 Introduction 1
- 2 Qualitative properties for impulsive wave equation: controllability and observability 7
- 3 Viscoelastic wave equation with dynamic boundary conditions 23
- 4 Passage from internal exact controllability of beam equation to pointwise exact controllability 38
- 5 Second-order evolution equations with/without delay 60
- 6 Euler–Bernoulli beam conveying fluid equation with nonconstant velocity and dynamical boundary conditions 81
- 7 Stabilization of dissipative nonlinear evolution models 98
- 8 Nonlinear Petrovsky-type models 154
- Bibliography
- Index 201
Chapters in this book
- Frontmatter I
- Preface V
- Contents VII
- 1 Introduction 1
- 2 Qualitative properties for impulsive wave equation: controllability and observability 7
- 3 Viscoelastic wave equation with dynamic boundary conditions 23
- 4 Passage from internal exact controllability of beam equation to pointwise exact controllability 38
- 5 Second-order evolution equations with/without delay 60
- 6 Euler–Bernoulli beam conveying fluid equation with nonconstant velocity and dynamical boundary conditions 81
- 7 Stabilization of dissipative nonlinear evolution models 98
- 8 Nonlinear Petrovsky-type models 154
- Bibliography
- Index 201
