Path: FormationFlying/Collision
% Monte-Carlo analysis of collision probability Perform a Monte-Carlo analysis of a relative orbit dynamics simulation by applying random noise to the initial conditions. Any collisions, defines as separations within the physical dimenstion of the spacecraft, are counted and used to create a "true" probability. -------------------------------------------------------------------------- Form: [prob,dMin,tMin,drH] = CollisionMonteCarlo( d, y0, aC, t, M ) -------------------------------------------------------------------------- ------- Inputs: ------- d (:) Data structure, see CollisionMonAlg y0 (6,1) Initial relative state [km, km/s] aC (3,N) [x;y;z] acceleration over N time intervals [km/sec^2] t (1,:) Propagated time vector M (1,:) Osculating mean anomaly -------- Outputs: -------- --------------------------------------------------------------------------