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A theoretical study of the effect of pivot location on the aerodynamic-center movement of variable-sweep wings in incompressible flow

机译：不可压缩流动中枢轴位置对变桨机构气动中心运动影响的理论研究

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摘要

Theoretical study of effect of pivot location on aerodynamic balance movement of variable sweep wings in incompressible flow

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作者
Lamar, J. E.;
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年度 1968
页码 1-29
总页数 29
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
AERODYNAMIC BALANCE; INCOMPRESSIBLE FLOW; PIVOTS; VARIABLE SWEEP WINGS; GRAPHS (CHARTS); LEADING EDGES; TAPERING; WING SPAN; WING TIPS;

机译：空气动力学平衡;不可压缩的流量;枢轴;可变扫风翼;图表（图表）;领先的边缘;逐渐变细; WING spaN; WING TIps;

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1. A theoretical and numerical model for the study of incompressible mixture flows [J] . Franck Boyer Computers & Fluids . 2002,第1期

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2. A theoretical study of the turbulent diffusion in incompressible shear flows and in passive scalars [J] . Shimomura Y. Physics of fluids . 1998,第10期

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3. Study on the onset and development of the three-dimensional separation around a diamond wing with incompressible flow solvers [J] . Visonneau M., Guilmineau E., Toxopeus S. Aerospace science and technology . 2016,第octa期

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4. Effects of Planform Geometry and Pivot Axis Location on the Aerodynamics of Pitching Low Aspect Ratio Wings [C] . Huai-Te Yu, Luis P. Bernal, Michael V. Ol AIAA fluid dynamics conference and exhibit . 2013

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5. A study of the response of a pivoted cylinder subjected to a uniform flow and the response of the flow field to its motion. [D] . Abouel-Fotouh, Abdel-Aziz Mahmoud. 1999

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6. Theoretical study of electromagnetic transport in Lepidoptera Danaus plexippus wing scales [O] . J. Sackey, K.A. Dompreh, B. Mothudi, 2018

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7. Effects of Planform Geometry and Pivot Axis Location on the Aerodynamics of Pitching Low Aspect Ratio Wings [O] . Huai-Te Yu, Luis P. Bernal, Michael V. Ol 2013

机译：平面变形几何形状和枢轴位置对俯仰低纵横比翼的空气动力学的影响
8. A Theoretical Study of the Effect of Pivot Location on the Aerodynamic-Center Movement of Variable-Sweep Wings in Incompressible Flow [R] . Lamar, J. E. 1968

机译：枢轴位置对不可压缩流中可变扫气翼气动中心运动影响的理论研究

A theoretical study of the effect of pivot location on the aerodynamic-center movement of variable-sweep wings in incompressible flow

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