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Mathematical modelling in the field of kites Calculation of kites strength, shape and aerodynamic coefficients  Material Science, Solid mechanics, Aerodynamics,

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Presentation on theme: "Mathematical modelling in the field of kites Calculation of kites strength, shape and aerodynamic coefficients  Material Science, Solid mechanics, Aerodynamics,"— Presentation transcript:

1 Mathematical modelling in the field of kites Calculation of kites strength, shape and aerodynamic coefficients  Material Science, Solid mechanics, Aerodynamics, Aeroelasticity Finding kites trajectory, speed and attitude  Multi-body dynamics Laddermill control  Stability, optimization and optimal control Problems of aerodynamics  Airflow around the kite  Finding the aerodynamic coefficients Problems of aeroelasticity  Finding the shape of the kite under air load  Finding the aerodynamic coefficients Problems of solid mechanics  Prediction of fatigue and failure of kite materials and structure  Prediction of life cycle length

2 Mathematical modelling in the field of kites

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5 What’s next? Courtesy of Rensselaer Polytechnic Institute Courtesy of University of California in Irwing Courtesy of Ecole Polytechnique de Montréal

6 Step 32 Step 155 Step 806 The pictures of the airflow around 6*3 pt plate in a 30*30 pt region Mathematical modelling in the field of kites

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8 Initial conditions: and. Here: Equations of motion: Mathematical modelling in the field of kites

9 Stability of energy production here w is wind speed and E is energy production

10 Flight optimization T  a Δ Δ a 1. Creating the table of tests 2. Determining Pareto-set 3. Choosing constraints on objectives.

11 Choice of test points Equidistant grid LP τ : all coordinates of all points are different

12 Mathematical modelling in the field of kites Calculation of kites strength, shape and aerodynamic coefficients  Material Science, Solid mechanics, Aerodynamics, Aeroelasticity Finding kites trajectory, speed and attitude  Multi-body dynamics Laddermill control  Stability, optimization and optimal control Problems of aerodynamics  Airflow around the kite  Finding the aerodynamic coefficients Problems of aeroelasticity  Finding the shape of the kite under air load  Finding the aerodynamic coefficients Problems of solid mechanics  Prediction of fatigue and failure of kite materials and structure  Prediction of life cycle length


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