首页> 外文会议>Applied Aerodynamics Conference >DLR TRANSONIC INVERSE DESIGN CODE, EXTENSIONS AND MODIFICATIONS TO INCREASE VERSATILITY AND ROBUSTNESS
【24h】

DLR TRANSONIC INVERSE DESIGN CODE, EXTENSIONS AND MODIFICATIONS TO INCREASE VERSATILITY AND ROBUSTNESS

机译:DLR Transonic逆设计代码,扩展和修改,以提高多功能性和鲁棒性

获取原文

摘要

In recent years the DLR inverse design code has often been used to design wings for transonic transport aircraft. The DLR inverse design code computes the wing geometry for a prescribed target pressure distribution. It is based on the numerical solution of the integral inverse transonic small perturbation (TSP) equations. New applications and configurations have shown limitations and possibilities of extension of the inverse design code. In this work we present several extensions and modifications of the inverse design code. The first modification concerns applications for high transonic Mach numbers or cases with strong shocks. The introduced modifications allow to obtain converged design solutions for cases were the original method failed. The second modification is the extension of the code to general non-planar wings. Previously the design code was restricted to nonplanar wing designs with small dihedral or to nacelle design. A third modification concerns airfoil/wings designed for wind tunnel design. In order to design a swept wing between two wind tunnel walls the solution method of the inverse TSP equations was extended to two symmetry planes. The introduced extensions and modifications have increased the robustness and range of applicability of the inverse design code. The required modifications in the numerical solution method of the TSP equation are described and results are validated with corresponding redesign test cases.
机译:近年来,DLR逆设计代码经常用于设计跨音运输飞机的翅膀。 DLR逆设计代码计算规定目标压力分布的机翼几何体。它基于积分逆跨越小扰动(TSP)方程的数值解。新的应用程序和配置显示了逆设计代码扩展的限制和可能性。在这项工作中,我们提供了逆设计代码的几个扩展和修改。第一个修改涉及高跨型马赫数或具有强烈冲击的情况的应用。介绍的修改允许获得融合设计解决方案的情况是原始方法失败。第二种修改是将代码扩展到一般非平面翼。以前,设计代码仅限于具有小二对角或机舱设计的非平面翼设计。第三种修改涉及为风洞设计设计的翼型/翅膀。为了在两个风洞之间设计扫翼,逆TSP方程的解决方法延伸到两个对称平面。引入的扩展和修改增加了逆设计代码的稳健性和适用性范围。描述了TSP方程的数值解决方法中所需的修改,并通过相应的重新设计测试用例验证结果。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号