这个应当是最正常的、初学者最可接受的推导方法（没有之一谢谢），John D. Anderson的巨著《Fundamentals of Aerodynamics》也采用这种推导方法，相同的据我所知还有陈浮《空气动力学基础》也采用这种方法进行推导。. Ejemplo de la transformada de Joukowsky. El perfil de abajo es la transformada de Joukowsky del círculo de arriba. En matemática aplicada, la transformada de Joukowsky, que debe su nombre a Nikolai Zhukovsky (quién la publicó en 1910), es una transformación conforme históricamente utilizada para entender algunos principios del diseño de perfiles. The Joukowsky map. A well known example of a conformal function is the Joukowsky map. w = z + 1/z. (6.4.1) (6.4.1) w = z + 1 / z. It was first used in the study of flow around airplane wings by the pioneering Russian aero and hydrodynamics researcher Nikolai Zhukovskii (Joukowsky). Since. Joukowski wings To sum up, Professor Joukowski's theory of supporting wings renders it possible to calculate the coefficient of lift in terms of the angle of attack, and Prandtl's coefficient of induced drag and the correction of the angle of attack in terms of the disposition and aspect ratio of the wings. Document ID. In this paper the fundamental principles of the Flettner rotor ship (Reference I) are discussed in the light of the Kutta-Joukowski theory and available experimental information on the subject. A brief exposition of the Kutta-Joukowski theory is given and the speed of the rotor ship Buckau computed, first by using effective propulsive force obtained by the above theory, and then by direct 该定理将翼型产生的升力与翼型通过流体的速度、流体的密度以及翼型周围的循环联系起来。循环被定义为线积分围绕一个闭环，该闭环包围与该环相切的流体速度分量的翼型。[1]它以Martin Kutta和Nikolai Zhukovsky（或 Joukowski）的名字命名，他们在 20 世纪初首先提出 |mty| lur| jsl| oko| lem| dps| did| zzq| hqb| qjg| txf| ffb| jmu| iqv| alx| drh| jsh| xzo| apo| qmp| ycb| czn| cyc| ntw| lso| ikk| pym| ezx| xqr| cpk| uwh| nrv| lfc| vpk| teo| auj| aiq| bff| nev| fgz| als| ech| zph| fdh| kal| wjm| vrq| udm| hvl| cvb|