Stationary Strings in Air Flows and a Non-Linear Boundary Value Problem
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概要
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We consider stationary states of a string with one end fixed in air flows. Describing with a boundary value problem, we study how many stationary states there exist and if they are locally unique and stable. A bifurcation phenomenon of stationary states will be found.
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関連論文
- Propagation of Singularities in the Ramified Cauchy Problem for a Class of Operators with Non-involutive Multiple Characteristics
- Stationary Strings in Air Flows and a Non-Linear Boundary Value Problem