This book investigates the complex dynamics of coupled fluid-solid systems, focusing on their steady motion. It presents rigorous mathematical analyses of problems involving the interaction between a viscous, incompressible fluid and a rigid solid body, exploring the conditions under which stable, steady states can be achieved. The work draws upon advanced techniques in partial differential equations and functional analysis to model these phenomena, considering both theoretical frameworks and potential applications in engineering and physics.

This monograph offers a specialized and in-depth mathematical treatment of fluid-structure interaction problems, likely appealing to researchers and advanced graduate students in applied mathematics, fluid mechanics, and mathematical physics. Its focus on steady motion suggests a rigorous exploration of equilibrium states and stability criteria within these complex systems. The technical nature of the subject matter indicates a dense, theoretical work that contributes to the foundational understanding of coupled dynamics.