In the field of rotorcraft dynamics, it is significant to all that the induced inflow field is well understood and modeled. A large number of methodologies have been developed in the past years, among which the state‐space model stands out for its advantage in real‐time
simulation, preliminary design, eigenvalue analysis, etc. Recent studies have shown success in representing the induced flow field everywhere above the rotor plane even with mass source terms. The implementation of terms with non‐zero net mass flow is extremely important for state‐space
models in practical applications, such as study of rotors with mass sources or ground effect. This work focuses on the application of a three‐dimensional state‐space model in representing ground effect by a ground rotor. A nonlinear state‐space model is presented and validated
by good correlation with results from perturbation theory. Ground effect is evaluated with the rotor at different heights. The steady and dynamic flow fields are analyzed in both linearized and nonlinear forms. Results are compared both with other formulae (derived from flight test data) and
with two‐dimensional approximations. It is shown that state‐space modeling successfully correlates with other approaches in the steady state, while also providing results while the rotor is operating with a dynamic input. A brief derivation is provided as background introduction.
No Reference information available - sign in for access.
No Citation information available - sign in for access.
No Supplementary Data.
No Article Media
Document Type: Research Article
Washington University in St. Louis, Saint Louis, MO
Publication date: 2005-07-01
More about this publication?
The Journal of the American Helicopter Society is the world's only scientific journal dedicated to vertical flight technology. It is a peer-reviewed technical journal published quarterly by AHS International and presents innovative papers covering the state-of-the-art in all disciplines of rotorcraft design, research and development. (Please note that AHS members receive significant discounts on articles and subscriptions.)
Journal subscribers who are AHS members log in here if you are not already logged in.
Authors can find submission guidelines and related information on the AHS website.