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Interface of SDL_Complex |
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const {$IFDEF PAIDVERS} SDLVersionInfo = 'complex_r1200_full'; IsLightEd = false; {$ELSE} SDLVersionInfo = 'complex_r1200_lighted'; IsLightEd = true; {$ENDIF} Release = 1200; type ESDLComplexError = class(ESDLError); { exception type to indicate errors } TComplex = record // z = re + i * im re : extended; im : extended; end; TComplexPolar = record // z = r*(cos(phi)+i*sin(phi)) r : extended; // phi = -Pi .... +Pi phi : extended; end; const COMPLEX_0 : TComplex = (re:0; im:0); COMPLEX_1 : TComplex = (re:1; im:0); var CpxNearZero : extended; { smallest non-zero positive number } function ConvertRectToPolar (const z : TComplex) { rectangular form of complex number } : TComplexPolar; { polar form } function ConvertPolarToRect (const z : TComplexPolar) { polar form of complex number } : TComplex; { rectangular form } function Cpx (const real, imag : extended) { real and imag. part of complex number } : TComplex; { complex number } function CpxAbs (const z: TComplex) { complex number } : extended; { absolute value of z } function CpxAbsSqr (const z: TComplex) { complex number } : extended; { square of absolute value of z } function CpxAdd (const z1, z2 : TComplex) { complex numbers to add z1+z2 } : TComplex; { complex sum } function CpxConj (const z: TComplex) { complex number } : TComplex; { complex conjugate value z* } function CpxDiv (const z1, z2 : TComplex) { complex numbers to divide z1/z2 } : TComplex; { complex quotient } function CpxIsEqual (z1, z2 : TComplex) { complex numbers to compare } : boolean; { TRUE if equal } function CpxIsNearEqual (z1, z2 : TComplex) { complex numbers to compare } : boolean; { TRUE if nearly equal } function CpxIsZero (z : TComplex) { complex number test for 0 } : boolean; { TRUE if zero } function CpxMult (const z1, z2 : TComplex) { complex numbers to multiply z1*z2 } : TComplex; { complex product } function CpxNeg (const z: TComplex) { complex number } : TComplex; { negative complex number -z } function CpxSub (const z1, z2 : TComplex) { complex numbers to subtract z1-z2 } : TComplex; { complex difference }
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