注册
登录
部署模型
MachUpX
返回
项目作者:
usuaero
项目描述 :
Fast and accurate aerodynamic modelling using general numerical lifting-line theory.
高级语言:
Python
项目主页:
https://machupx.readthedocs.io/en/latest/
项目地址:
git://github.com/usuaero/MachUpX.git
创建时间:
2019-07-10T20:41:48Z
项目社区:
https://github.com/usuaero/MachUpX
开源协议:
MIT License
下载
error_-5.0_linear_sweep_RA_16.0_RT_1.0_1647174669112.pdf
error_-5.0_linear_sweep_RA_4.0_RT_0.0_1647174669171.pdf
error_-5.0_linear_sweep_RA_4.0_RT_0.25_1647174669243.pdf
error_-5.0_linear_sweep_RA_4.0_RT_0.5_1647174669313.pdf
error_-5.0_linear_sweep_RA_4.0_RT_0.75_1647174669334.pdf
error_-5.0_linear_sweep_RA_4.0_RT_1.0_1647174669385.pdf
error_-5.0_linear_sweep_RA_8.0_RT_0.0_1647174669425.pdf
error_-5.0_linear_sweep_RA_8.0_RT_0.25_1647174669431.pdf
error_-5.0_linear_sweep_RA_8.0_RT_0.5_1647174669437.pdf
error_-5.0_linear_sweep_RA_8.0_RT_0.75_1647174669489.pdf
error_-5.0_linear_sweep_RA_8.0_RT_1.0_1647174669530.pdf
error_15.0_constant_sweep_RA_12.0_RT_0.0_1647174669549.pdf
error_15.0_constant_sweep_RA_12.0_RT_0.25_1647174669567.pdf
error_15.0_constant_sweep_RA_12.0_RT_0.5_1647174669641.pdf
error_15.0_constant_sweep_RA_12.0_RT_0.75_1647174669647.pdf
error_15.0_constant_sweep_RA_12.0_RT_1.0_1647174669678.pdf
error_15.0_constant_sweep_RA_16.0_RT_0.0_1647174669684.pdf
error_15.0_constant_sweep_RA_16.0_RT_0.25_1647174669733.pdf
error_15.0_constant_sweep_RA_16.0_RT_0.5_1647174669746.pdf
error_15.0_constant_sweep_RA_16.0_RT_0.75_1647174669768.pdf
error_15.0_constant_sweep_RA_16.0_RT_1.0_1647174669901.pdf
error_15.0_constant_sweep_RA_4.0_RT_0.0_1647174669964.pdf
error_15.0_constant_sweep_RA_4.0_RT_0.25_1647174669978.pdf
error_15.0_constant_sweep_RA_4.0_RT_0.5_1647174669985.pdf
error_15.0_constant_sweep_RA_4.0_RT_0.75_1647174670025.pdf
error_15.0_constant_sweep_RA_4.0_RT_1.0_1647174670055.pdf
error_15.0_constant_sweep_RA_8.0_RT_0.0_1647174670078.pdf
error_15.0_constant_sweep_RA_8.0_RT_0.25_1647174670095.pdf
error_15.0_constant_sweep_RA_8.0_RT_0.5_1647174670102.pdf
error_15.0_constant_sweep_RA_8.0_RT_0.75_1647174670126.pdf
error_15.0_constant_sweep_RA_8.0_RT_1.0_1647174670151.pdf
error_15.0_linear_sweep_RA_12.0_RT_0.0_1647174670224.pdf
error_15.0_linear_sweep_RA_12.0_RT_0.25_1647174670240.pdf
error_15.0_linear_sweep_RA_12.0_RT_0.5_1647174670258.pdf
error_15.0_linear_sweep_RA_12.0_RT_0.75_1647174670324.pdf
error_15.0_linear_sweep_RA_12.0_RT_1.0_1647174670344.pdf
error_15.0_linear_sweep_RA_16.0_RT_0.0_1647174670350.pdf
error_15.0_linear_sweep_RA_16.0_RT_0.25_1647174670356.pdf
error_15.0_linear_sweep_RA_16.0_RT_0.5_1647174670489.pdf
error_15.0_linear_sweep_RA_16.0_RT_0.75_1647174670607.pdf
error_15.0_linear_sweep_RA_16.0_RT_1.0_1647174670624.pdf
error_15.0_linear_sweep_RA_4.0_RT_0.0_1647174670631.pdf
error_15.0_linear_sweep_RA_4.0_RT_0.25_1647174670649.pdf
error_15.0_linear_sweep_RA_4.0_RT_0.5_1647174670684.pdf
error_15.0_linear_sweep_RA_4.0_RT_0.75_1647174670711.pdf
error_15.0_linear_sweep_RA_4.0_RT_1.0_1647174670734.pdf
error_15.0_linear_sweep_RA_8.0_RT_0.0_1647174670745.pdf
error_15.0_linear_sweep_RA_8.0_RT_0.25_1647174670761.pdf
error_15.0_linear_sweep_RA_8.0_RT_0.5_1647174670790.pdf
error_15.0_linear_sweep_RA_8.0_RT_0.75_1647174670808.pdf
error_15.0_linear_sweep_RA_8.0_RT_1.0_1647174670851.pdf
error_25.0_constant_sweep_RA_12.0_RT_0.0_1647174670877.pdf
error_25.0_constant_sweep_RA_12.0_RT_0.25_1647174670903.pdf
error_25.0_constant_sweep_RA_12.0_RT_0.5_1647174670922.pdf
error_25.0_constant_sweep_RA_12.0_RT_0.75_1647174670940.pdf
error_25.0_constant_sweep_RA_12.0_RT_1.0_1647174670959.pdf
error_25.0_constant_sweep_RA_16.0_RT_0.0_1647174671093.pdf
error_25.0_constant_sweep_RA_16.0_RT_0.25_1647174671099.pdf
error_25.0_constant_sweep_RA_16.0_RT_0.5_1647174671237.pdf
error_25.0_constant_sweep_RA_16.0_RT_0.75_1647174671299.pdf
error_25.0_constant_sweep_RA_16.0_RT_1.0_1647174671325.pdf
error_25.0_constant_sweep_RA_4.0_RT_0.0_1647174671350.pdf
error_25.0_constant_sweep_RA_4.0_RT_0.25_1647174671359.pdf
error_25.0_constant_sweep_RA_4.0_RT_0.5_1647174671381.pdf
error_25.0_constant_sweep_RA_4.0_RT_0.75_1647174671410.pdf
error_25.0_constant_sweep_RA_4.0_RT_1.0_1647174671465.pdf
error_25.0_constant_sweep_RA_8.0_RT_0.0_1647174671488.pdf
error_25.0_constant_sweep_RA_8.0_RT_0.25_1647174671504.pdf
error_25.0_constant_sweep_RA_8.0_RT_0.5_1647174671618.pdf
error_25.0_constant_sweep_RA_8.0_RT_0.75_1647174671651.pdf
error_25.0_constant_sweep_RA_8.0_RT_1.0_1647174671673.pdf
error_25.0_linear_sweep_RA_12.0_RT_0.0_1647174671689.pdf
error_25.0_linear_sweep_RA_12.0_RT_0.25_1647174671695.pdf
error_25.0_linear_sweep_RA_12.0_RT_0.5_1647174671817.pdf
error_25.0_linear_sweep_RA_12.0_RT_0.75_1647174671890.pdf
error_25.0_linear_sweep_RA_12.0_RT_1.0_1647174671914.pdf
error_25.0_linear_sweep_RA_16.0_RT_0.0_1647174671938.pdf
error_25.0_linear_sweep_RA_16.0_RT_0.25_1647174671967.pdf
error_25.0_linear_sweep_RA_16.0_RT_0.5_1647174672003.pdf
error_25.0_linear_sweep_RA_16.0_RT_0.75_1647174672032.pdf
error_25.0_linear_sweep_RA_16.0_RT_1.0_1647174672062.pdf
error_25.0_linear_sweep_RA_4.0_RT_0.0_1647174672118.pdf
error_25.0_linear_sweep_RA_4.0_RT_0.25_1647174672131.pdf
error_25.0_linear_sweep_RA_4.0_RT_0.5_1647174672137.pdf
error_25.0_linear_sweep_RA_4.0_RT_0.75_1647174672143.pdf
error_25.0_linear_sweep_RA_4.0_RT_1.0_1647174672271.pdf
error_25.0_linear_sweep_RA_8.0_RT_0.0_1647174672291.pdf
error_25.0_linear_sweep_RA_8.0_RT_0.25_1647174672349.pdf
error_25.0_linear_sweep_RA_8.0_RT_0.5_1647174672368.pdf
error_25.0_linear_sweep_RA_8.0_RT_0.75_1647174672390.pdf
error_25.0_linear_sweep_RA_8.0_RT_1.0_1647174672443.pdf
error_5.0_constant_sweep_RA_12.0_RT_0.0_1647174672585.pdf
error_5.0_constant_sweep_RA_12.0_RT_0.25_1647174672640.pdf
error_5.0_constant_sweep_RA_12.0_RT_0.5_1647174672646.pdf
error_5.0_constant_sweep_RA_12.0_RT_0.75_1647174672678.pdf
error_5.0_constant_sweep_RA_12.0_RT_1.0_1647174672695.pdf
error_5.0_constant_sweep_RA_16.0_RT_0.0_1647174672711.pdf
error_5.0_constant_sweep_RA_16.0_RT_0.25_1647174672727.pdf
error_5.0_constant_sweep_RA_16.0_RT_0.5_1647174672752.pdf
error_5.0_constant_sweep_RA_16.0_RT_0.75_1647174672773.pdf