无穷维动力系统和偏微分方程研究所学术报告(龙柄菘,黄冈师范学院)
来源:系统管理员 发布时间:2025-11-27
报告题目:Supersonic flow of a Chaplygin gas past a delta wing and its application on waveriders
报告人:龙柄菘,黄冈师范学院
报告时间:2025年11月28日(周五)14:00
报告地点:20-306
报告摘要:In this talk, we will present the research progress on the problem of supersonic flow past a delta wing in a Chaplygin gas, including attached and detached shocks to the leading edge. Moreover, we focus on its application in the study of Nonweiler wing, which is a class of the simplest waveriders. Mathematically, this problem can ultimately be reduced to a boundary value problem of a degenerate elliptic equation. Using the intrinsic structure of the equation and the continuity method, we showed that the problem admits a global self-similar solution. Our results verify K\uchemann's partial speculation on the global conical flow field structures of this type.
报告人简介:龙柄菘,博士毕业于复旦大学,现就职于黄冈师范学院。目前研究方向为双曲守恒律方程组的数学理论,主要包括三角翼超音速绕流问题及其在乘波体理论中的应用、高超音速绕流问题等。已在Sci. China Math.等期刊上发表论文6篇。
邀请人:生物、物理中的偏微分方程创新团队

