二维亚音速气动弹性广义Possio方程的可解性
Solvability of the generalized Possio equation in 2D subsonic aeroelasticity
摘要：
本文研究了二维亚音速气动弹性边值问题的Kutta-Joukowski条件-- {\it“零压力间断”} -- $ψ(x,0,t)=0$的分析工具-- { \it广义Possio积分方程}在整条实数线$\R$上的有限区间补上的可解性。在\cite{P}中考虑了弦附近有限区间上边界条件的相应问题。
英文摘要：
We study solvability of the {\it generalized Possio integral equation} - a tool in analysis of a boundary value problem in 2D subsonic aeroelasticity with the Kutta-Joukowski condition - {\it "zero pressure discontinuity"} - $ψ(x,0,t)=0$ on the complement of a finite interval in the whole real line $\R$. The corresponding problem with boundary condition on finite intervals adjacent to the "chord" was considered in \cite{P}.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
