A multibody approach for 6-DOF flight dynamics and stability analysis of the hawkmoth Manduca sexta

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This paper investigates the six degrees of freedom (6-DOF) flight dynamics and stability of the hawkmoth Manduca sexta using a multibody dynamics approach that encompasses the effects of the time varying inertia tensor of all the body segments including two wings. The quasi-steady translational and unsteady rotational aerodynamics of the flapping wings are modeled with the blade element theory with aerodynamic coefficients derived from relevant experimental studies. The aerodynamics is given instantaneously at each integration time step without wingbeat-cycle-averaging. With the multibody dynamic model and the aerodynamic model for the hawkmoth, a direct time integration of the fully coupled 6-DOF nonlinear multibody dynamics equations of motion is performed. First, the passive damping magnitude of each single DOF is quantitatively examined with the measure of the time taken to half the initial velocity (t(half)). The results show that the sideslip translation is less damped approximately three times than the other two translational DOFs, and the pitch rotation is less damped approximately five times than the other two rotational DOFs; each DOF has the value of (unit in wingbeat strokes): t(half, forward/backward) = 7.10, t(half, sideslip) = 17.95, t(half, ascending) = 7.13, t(half, descending) = 5.77, t(half, roll) = 0.68, t(half, pitch) = 2.39, and t(half, yaw) = 0.25. Second, the natural modes of motion, with the hovering flight as a reference equilibrium condition, are examined by analyzing fully coupled 6-DOF dynamic responses induced by multiple sets of force and moment disturbance combinations. The given disturbance combinations are set to excite the dynamic modes identified in relevant eigenmode analysis studies. The 6-DOF dynamic responses obtained from this study are compared with eigenmode analysis results in the relevant studies. The longitudinal modes of motion showed dynamic modal characteristics similar to the eigenmode analysis results from the relevant literature. However, the lateral modes of motion revealed more complex behavior, which is mainly due to the coupling effect in the lateral flight states and also between the lateral and longitudinal planes of motion. The main sources of the flight instability of the hovering hawkmoth are examined as either the longitudinal instability grown from the coupled forward/backward velocity and the pitch rate, or the lateral instability grown from the coupled sideslip velocity and the roll rate.
Publisher
IOP PUBLISHING LTD
Issue Date
2014-03
Language
English
Article Type
Article
Keywords

NAVIER-STOKES EQUATIONS; HOVERING MODEL INSECTS; ORNITHOPTER FLIGHT; LONGITUDINAL STABILITY; SCHISTOCERCA-GREGARIA; FLAPPING FLIGHT; WING ROTATION; YAW TURNS; SIMULATION; MOTION

Citation

BIOINSPIRATION & BIOMIMETICS, v.9, no.1

ISSN
1748-3182
DOI
10.1088/1748-3182/9/1/016011
URI
http://hdl.handle.net/10203/189722
Appears in Collection
AE-Journal Papers(저널논문)
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