Basic Equations of Flight Dynamics - Rodríguez Román, Carlos Manuel
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In the first chapter the required mathematical tools are developed. In the second chapter, a method to find complete movement equations for a deformable vehicle is presented. In the third chapter, reference states for flight are defined and a complete kinematical solution is proved. Also, a method to dynamically compensate or trimm a vehicle on these reference states is proposed. On the fourth chapter, the movement equations for the perturbed state are thorougfully developed and some expressions for stability derivatives are presented.

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Produktbeschreibung
In the first chapter the required mathematical tools are developed. In the second chapter, a method to find complete movement equations for a deformable vehicle is presented. In the third chapter, reference states for flight are defined and a complete kinematical solution is proved. Also, a method to dynamically compensate or trimm a vehicle on these reference states is proposed. On the fourth chapter, the movement equations for the perturbed state are thorougfully developed and some expressions for stability derivatives are presented.
Autorenporträt
Received as Aeronautical Engineer, developed his PhD work in Institut National Politechnique de Toulouse, France, graduating in 1997. His research centered in the statistical theory of turbulence in the area of path integrals for the description of the ensemble of realizations of a turbulent flow. He proposed a closed equation for turbulence.