/****************************************************/ /* TRIGO.H : Tables de fonctions trigonometriques */ /* utilisees dans les rotations d'axes */ /****************************************************/ #ifndef TRIGO_H #define TRIGO_H /* Prototype des fonctions de trigo.cpp */ void RotatePoint(int *pX, int *pY, int angle); void RotatePoint(int *pX, int *pY, int cx, int cy, int angle); void RotatePoint(wxPoint* point, int angle ); void RotatePoint(wxPoint *point, const wxPoint & centre, int angle); void RotatePoint(double *pX, double *pY, int angle); void RotatePoint(double *pX, double *pY, double cx, double cy, int angle); int ArcTangente(int dy, int dx); /* Retourne l'arc tangente en 0.1 degres du vecteur de coord dx, dy entre -1800 et 1800 Analogue a atan2 ( mais plus rapide pour les caculs si l'angle est souvent 0, -1800, ou +- 900 */ bool DistanceTest( int seuil, int dx, int dy, int spot_cX, int spot_cY ); /*******************/ /* Macro NEW_COORD */ /*******************/ /* Macro de calcul de novelles coordonnees par rotation d'axe coord : xrot = y*sin + x*cos yrot = y*cos - x*sin soit : xrot = (y*tg + x)*cos yrot = (y - x*tg)*cos les coeffs COS sont tabules en fct de tg sur 16 valeurs. */ #define NEW_COORD(x0,y0) \ do { \ int itmp ; \ itmp = x0 ; x0 = x0 + (int)( y0 * tg ) ; y0 = y0 - (int)( itmp * tg ) ; \ x0 = (x0*cosinus) >> 8 ; y0 = (y0*cosinus) >> 8 ; \ } while(0); eda_global float fsinus[3600] #if defined MAIN = { 0.0000000000,0.0017453284,0.0034906514,0.0052359638, 0.0069812603,0.0087265355,0.0104717841,0.0122170008,0.0139621803, 0.0157073173,0.0174524064,0.0191974424,0.0209424199,0.0226873336, 0.0244321782,0.0261769483,0.0279216387,0.0296662441,0.0314107591, 0.0331551784,0.0348994967,0.0366437087,0.0383878091,0.0401317925, 0.0418756537,0.0436193874,0.0453629881,0.0471064507,0.0488497698, 0.0505929401,0.0523359562,0.0540788130,0.0558215050,0.0575640270, 0.0593063736,0.0610485395,0.0627905195,0.0645323083,0.0662739004, 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