Load Reduction During Resonance Crossing of a Variable-Speed Rotor

Author:

Chandrasekaran Ruthvik1ORCID,Hodges Dewey H.1ORCID

Affiliation:

1. Georgia Institute of Technology, Atlanta, Georgia 30332

Abstract

The efficiency of the rotorcraft could be improved significantly by varying the speed of the rotor based on the flight condition. Due to this reason, variable-speed rotor (VSR) technology is becoming popular, especially among urban air mobility vehicles. However, one of the biggest challenges of a VSR is the vibration of the rotor blade when it passes through a resonance point. A detailed study on the characterization of these resonances was performed by the authors (“Performance Advantages and Resonance Analysis of a Variable Speed Rotor Using Geometrically Exact Beam Formulations,” Journal of American Helicopter Society, Vol. 67, May 2022, Paper 042006). In this study, methods of reducing loads during resonance crossings are explored. The rotor model is built in Dymore, which is a multibody dynamics simulation tool. The geometrically exact beam theory is used to model the rotor blades as one-dimensional beams. Peters et al.’s (“Finite State Induced Flow Models Part I: Two-Dimensional Thin Airfoil,” Journal of Aircraft, Vol. 32, No. 2, March–April 1995, pp. 313–322) unsteady aerodynamics model with finite-state inflow and dynamic stall is used to obtain the aerodynamic loads acting on the rotor. Load reduction studies were carried out by varying the transition time, structural damping, and lag stiffness of the blade. The longer the rotor took to traverse a resonance region, the greater were the resonance loads. However, there were torque limitations on how quickly a rotor could pass through resonance. Increasing the structural damping was a very effective way of reducing the resonance loads. Increasing the lag stiffness of the rotor blade deteriorated the torque response due to 4/rev crossings. Combination studies were performed by combining the ideal transition times with 7% lag damping.

Publisher

American Institute of Aeronautics and Astronautics (AIAA)

Subject

Aerospace Engineering

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