$$$$ FONC NOTICE CHAT 11/09/12 21:16:16 7124 DATE 11/09/12 Operateur FONC Voir aussi : --------------- LREEL1 = FONC | 'BESSEL' | 'J0' | | LREEL2 ; | | 'J1' | | | | 'Y0' | | | | 'Y1' | | | | | 'FRESNEL' | 'CX' | | | | 'SX' | | | 'GAMMA' | Description : ____________ The FONC operator enables the calculation of some functions. ------------------- | 'BESSEL' option | ------------------- Calculation of different Bessel functions by polynomial approximation (Abramowitz, Handbook of math. fonc.) Contents : ---------- 'J0' : BESSEL function of the first kind of order 0 (x>-3). 'J1' : BESSEL function of the first kind of order 1 (x>-3). 'Y0' : BESSEL function of the second kind of order 0 (x>0). 'Y1' : BESSEL function of the second kind of order 1 (x>0). LREEL2 : variable values (LISTREEL type) LREEL1 : function values (LISTREEL type) -------------------- | 'FRESNEL' option | -------------------- Calculation of Fresnel integrals by means of Lanczos method splitting the space of integration into two domains (x<4 and x>4) Contents : ---------- 'CX' : cosine integral / x F = 1/sqrt(2.PI) / cos(t)/sqrt(t) dt / 0 'SX' : sine integral / x F = 1/sqrt(2.PI) / sin(t)/sqrt(t) dt / 0 LREEL2 : variable values (LISTREEL type) LREEL1 : function values (LISTREEL type) ------------------ | Option 'GAMMA' | ------------------ Calculation of the Gamma fonction.
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