Lightning Strike on aircraft: Simulation With the electric module of Code_Saturne
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1 Lightning Strike on aircraft: Simulation With the electric module of Code_Saturne Collaboration ONERA-EDF-CEAT-CORIA Laurent Chemartin CEAT 1 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
2 I. Introduction: Lightning Striketo an Aircraft Lightning strike to an aircraft - Struck by lightning once a year - Ignited most of the time (90 %) by the aircraft itselft - Occurs most of the time, during landing and taking off stage 200kA Current 15 pulses 850A 10 pulses 330A 1A 250µs 20ms Time 3ms 200ms 2 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
3 I. Introduction: Lightning Strike to an Aircraft Images Airbus France 3 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
4 I. Introduction: Lightning Strike to an Aircraft Mean Axis Lightning Channel Properties Images Airbus France 4 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
5 I. Introduction: Lightning Strike to an Aircraft Interaction with the material Images Airbus France 5 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
6 I. Introduction: Electric module of Code_Saturne Electric Arc modelling: Resistive Magneto Hydrodynamic - Heating Source: Joule Heating: J.E (E and J calculated by an equation on the electric potential φ) - Momentum Source Term: Laplace Force J B (B calculated by an equation on the magnetic vector potential A) Main assumptions - Local Thermal Equilibrium (LTE): - Incompressible flow (Ma < 0,1) - Simplified Ohm s Law (no Induction, no Hall effect) - Static Electric and Magnetic field - Radiative Transfert: Net emission Coefficient σ ϕ = 0 Ai = μ0 J i 6 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
7 II. Lightning Channel : problematic Long arc column: no electrode influences How to avoid the electrode influence and reduce the computation cost? «tip tip» configuration of 50 cm (1 million cells) => 8h/ms/proc 3,2 m arc during 300ms!!! Tanaka et al., Three Dimensional behaviour analysis of D.C. free arc column by image processing technique, GD 2000, Glasgow 7 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
8 II. Lightning Channel : modelling Periodic arc column distribution (50cm, 250A, 23ms) Upstream boundary Lateral Boundary E zm Arc column 1 period E m Formulation with fluctuating potential φ L 1 période ϕ ~ Current production: φ L > φ 0 Periodic distribution: φ L = φ 0??? Quasi uniform electric field, Quasi linear electric potential: ϕ = Φ + ~ ϕ with Φ = E E r r E u r = ~ ϕ + m z m z 1 period Downstream Boundary φ 0 z r The current conservation equation writes: r r σ ~ ϕ = E m z σ 8 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
9 II. Lightning Channel : results Evolution of the isotherm surfaces Latham, 1986 : 7000K with current of 100A Latham DJ, Anode column behavior of long vertical air arcs at atmospheric pressure, IEEE Transaction on Plasma Science, PS-14, , Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
10 II. Lightning Channel : results Evolution of the displacement velocity (m/s) Sunabe and Inaba, 1989 : 10 m/s with 100A Sunabe K, Inaba T, Electric and Moving Characteristics of DC kilo-ampere High Current Arcs in Atmospheric Air, IEEJ, vol.109-a, No.3, pp , Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
11 II. Lightning Channel : results RESULTS : data for macroscopic lightning ONERA model 11 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
12 II. Lightning Channel : results RESULTS : data for macroscopic lightning ONERA model 12 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
13 II. Lightning Channel : results RESULTS : data for macroscopic lightning ONERA model 13 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
14 III. Lightning interaction with material : direct effects Direct effects: damage at the attachment point Deviating electrod Sample Air (1atm) Insulator Tungsten Aluminium 14 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
15 III. Lightning interaction with material : modelling Simulation of electric arc including the electrodes -Hydrodynamics in the electrodes! «penalty method» ρ T S = ( u u0 ) with τ << Δt τ - Electric conductivity σ discontinuity: «Harmonic mean» σ Fluidσ Solid σ Interface = 2 σ + σ Fluid Solid - Vaporization of the electrode Metallic massic fraction X at the interface «penalty method» ρ TS = ( X X Model ) with τ << Δt τ Velocity Electrode (solid) Fluid (plasma) Curent density Fluid (plasma) Electrode (solid) Massic fraction Fluid (plasma mixture) Electrode (solid) 15 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
16 III. Lightning interaction with material : validation Comparison with measurment: steady state argon arc (1cm, 200A) 1cm Hsu K.C., Etemadi K., Pfender E., Study of the free-burning high intensity argon arc, J. Appl. Phys. Vol. 54 n3 (p 1293), (1983). 16 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
17 III. Lightning interaction with material : results Comparison of the behavior SIMULATION Code_Saturne (24 ms, 5cm) EXPERIMENT CEAT (24 ms, 5cm) 17 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
18 III. Lightning interaction with material : modelling Moving arc root Steady state modeling of the arc root Temperature distribution Fluid (plasma) Electrode (solid) 18 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
19 III. Lightning interaction with material : results Steady state modeling of the arc root Electrode vaporization time (ms) as a function of the current (A) Evolution of the temperature (K) in a cathode (blue) and in an anode (pink) as a function of the time (µs) 19 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
20 Conclusion Lightning channel modelling - With a periodic distribution (fluctuating potential) - Good agreement with litterature - Used for macroscopic modelling of lightning Lightning interaction modelling - 1 computation domain including both solid (electrodes) and fluid - Good agreement with the behavior on an unsteady case (experiment/simulation) - Results for steady state arc : - Vaporisation of an anodic sample: 16ms with 200A, 5ms with 800A - Vaporisation of a cathodic sample: 4,5ms with 200A 20 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
21 Thank you for your attention 21 Chemartin, Lalande, Delalondre, Lago and B.G. Chéron
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