Department of Mechanical Engineering, Virginia Tech, Blacksburg, VA 24061, USA.
Applied Physics Laboratory, Johns Hopkins University, Baltimore, MD 20723, USA.
J Exp Biol. 2024 Oct 1;227(19). doi: 10.1242/jeb.247989. Epub 2024 Oct 7.
Flying snakes (genus Chrysopelea) glide without the use of wings. Instead, they splay their ribs and undulate through the air. A snake's ability to glide depends on how well its morphing wing-body produces lift and drag forces. However, previous kinematics experiments under-resolved the body, making it impossible to estimate the aerodynamic load on the animal or to quantify the different wing configurations throughout the glide. Here, we present new kinematic analyses of a previous glide experiment, and use the results to test a theoretical model of flying snake aerodynamics using previously measured lift and drag coefficients to estimate the aerodynamic forces. This analysis is enabled by new measurements of the center of mass motion based on experimental data. We found that quasi-steady aerodynamic theory under-predicts lift by 35% and over-predicts drag by 40%. We also quantified the relative spacing of the body as the snake translates through the air. In steep glides, the body is generally not positioned to experience tandem effects from wake interaction during the glide. These results suggest that unsteady 3D effects, with appreciable force enhancement, are important for snake flight. Future work can use the kinematics data presented herein to form test conditions for physical modeling, as well as computational studies to understand unsteady fluid dynamics effects on snake flight.
飞蛇(属名 Chrysopelea)无需使用翅膀即可滑翔。相反,它们会展开肋骨并在空中波动。蛇的滑翔能力取决于其变形的翼体产生升力和阻力的效果如何。然而,之前的运动学实验对身体的分辨率较低,无法估计动物的空气动力载荷,也无法量化滑翔过程中的不同翼型。在这里,我们对以前的滑翔实验进行了新的运动学分析,并使用结果来测试飞蛇空气动力学的理论模型,该模型使用之前测量的升力和阻力系数来估计空气动力。这一分析是基于基于实验数据的质心运动的新测量来实现的。我们发现准稳态空气动力学理论低估了升力 35%,高估了阻力 40%。我们还量化了蛇在空中移动时身体的相对间距。在陡峭的滑翔中,身体通常不会处于在滑翔过程中受到尾流相互作用的串联效应的位置。这些结果表明,对蛇类飞行很重要的是具有相当大的力增强效果的非定常 3D 效应。未来的工作可以使用本文提出的运动学数据为物理建模形成测试条件,以及为理解蛇类飞行中非定常流动力学效应的计算研究。