A recent Stallion 3D study examined the NASA RAVEN-SWFT OpenVSP model as a 1,000-pound aircraft transitioning in forward flight while retaining its six vertical rotors.
The preliminary cases covered 7, 20, 40, and 60 m/s. Stallion 3D calculated aircraft lift, drag, moments, individual rotor power, total rotor power, and the aerodynamic power required to overcome drag. The resulting tables provide a simple baseline for transition as a hexacopter.
What the Initial Sweep Shows
At low speed, most of the required power is associated with the lifting rotors. As speed increases, rotor power decreases while drag multiplied by speed increases rapidly. Several rotors also begin to autorotate in edgewise flow. This indicates that a practical transition schedule must include rotor unloading, tilt, shutdown, braking, feathering, or another method of controlling the rotor state.
The all-vertical case is not presented as the optimum solution. It is a minimum-viable baseline. The next step is to vary proprotor angle, rotor grouping, aircraft attitude, and shutdown strategy. A small number of CFD cases can first identify the useful region of the design space. More expensive cloud or high-performance computing can then be applied to optimize the promising configurations rather than search blindly.
This is the gap Stallion 3D is intended to fill: establish a credible aerodynamic and propulsion plant model early, use real forces and moments to remove poor transition concepts, and reserve large computing budgets for the designs that justify further study.
| View the Tables and Transition Graph |
About Stallion 3D
Stallion 3D bridges the gap between low-fidelity panel methods and expensive CFD algorithms that run in remote data centers. It was developed to efficiently solve aerodynamic problems and deliver high-fidelity RANS solutions securely on your Windows 10/11 computer. Stallion 3D imports actual designs, automatically generates the volume grids and computes real-world solutions. Use it to verify conceptual designs across subsonic, transonic and supersonic Mach numbers.
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