@techreport{oai:jaxa.repo.nii.ac.jp:00043760,
 author = {高橋, 侔 and TAKAHASHI, Hitoshi},
 month = {May},
 note = {A general free streamline theory for curved obstacles was first given by Levi-Civita. The solutions for the symmetric flow field around circular arcs were presented by many authors. In this report, an extension of the theory from the symmetric flow field around circular arcs to the asymmetric flow field is presented, and a method of computation is developed using an electronic computer. The stagnation point and the points where the flow separates from the surface of the circular arcs are prescribed, and the flow direction at infinity is determined iteratively in the course of calculation. The expressions for pressure distributions around circular arcs and shapes of free streamlines are presented and several examples are worked out. By means of this method, an extension of the theory to the flow field around airfoils may be expected., 資料番号: NALTM0176000, レポート番号: NAL TM-176},
 title = {非対称自由流線の一計算法},
 year = {1970}
}