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Full-envelope Equations of Motion of the Generic Transport Model based on Piece-wise Polynomial Aerodynamic Coefficients

(1, 2) , (1) , (3)
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Résumé

The Generic Transport Model (GTM) has long been investigated in wind-tunnel studies and contributes today to an elaborated aerodynamic model. In this paper, we propose a novel approach for fitting the aerodynamic coefficients of the GTM, namely piece-wise polynomial identification, which considers measurements both of the pre-stall and post-stall region. This method provides a systematic approach to incorporate the full-envelope aerodynamics better than purely polynomial models. As a result, an analysis of the GTM’s full-envelope trim conditions has successfully been applied.
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hal-01724784 , version 1 (19-06-2018)

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Torbjørn Cunis, Jean-Philippe Condomines, Laurent Burlion. Full-envelope Equations of Motion of the Generic Transport Model based on Piece-wise Polynomial Aerodynamic Coefficients. 4th International Workshop on Research, Education and Development on Unmanned Aerial Systems, Oct 2017, Linköping, Sweden. ⟨10.1109/RED-UAS.2017.8101652⟩. ⟨hal-01724784v1⟩
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