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Length: 1232 (0x4d0) Types: TextFile Names: »B«
└─⟦5f3412b64⟧ Bits:30000745 8mm tape, Rational 1000, ENVIRONMENT 12_6_5 TOOLS └─ ⟦91c658230⟧ »DATA« └─⟦458657fb6⟧ └─⟦1472c4407⟧ └─⟦this⟧ └─⟦d10a02448⟧ Bits:30000409 8mm tape, Rational 1000, ENVIRONMENT, D_12_7_3 └─ ⟦fc9b38f02⟧ »DATA« └─⟦9b46a407a⟧ └─⟦2e03b931c⟧ └─⟦this⟧
separate (Generic_Elementary_Functions) function Kf_Asncy (X, Cycle : Float_Type) return Float_Type is Y, Sign_X, U, V, One_M_Y, Z1, Z2, Result, Cy : Common_Float; Zero : constant := 0.0; One : constant := 1.0; Two : constant := 2.0; Four : constant := 4.0; Half : constant := 0.5; Two_Pi_Inv : constant := 0.15915_49430_91895_33576_88837_63372_51436_2034; begin -- Filter out exceptional cases. Cy := Common_Float (Cycle); if Cy <= 0.0 then raise Argument_Error; end if; Y := Common_Float (X); Sign_X := Copy_Sign (One, Y); Y := abs (Y); if Y > One then raise Argument_Error; end if; if Y = One then Result := Cy / Four; return (Float_Type (Copy_Sign (Result, Sign_X))); end if; V := Y; if Y < Half then U := One - Y * Y; else One_M_Y := Half + (Half - Y); U := Two * One_M_Y - One_M_Y * One_M_Y; end if; U := Kf_Sqrt (U); if U >= V then Kp_Atn (V, U, Z1, Z2); Result := ((Z1 + Z2) * Two_Pi_Inv) * Cy; else Kp_Atn (U, V, Z1, Z2); Result := Cy * 0.25 - ((Z1 + Z2) * Two_Pi_Inv) * Cy; end if; return (Float_Type (Copy_Sign (Result, Sign_X))); end Kf_Asncy;