cxa5a09.a
来自「linux下编程用 编译软件」· A 代码 · 共 401 行 · 第 1/2 页
A
401 行
-- CXA5A09.A---- Grant of Unlimited Rights---- Under contracts F33600-87-D-0337, F33600-84-D-0280, MDA903-79-C-0687,-- F08630-91-C-0015, and DCA100-97-D-0025, the U.S. Government obtained -- unlimited rights in the software and documentation contained herein.-- Unlimited rights are defined in DFAR 252.227-7013(a)(19). By making -- this public release, the Government intends to confer upon all -- recipients unlimited rights equal to those held by the Government. -- These rights include rights to use, duplicate, release or disclose the -- released technical data and computer software in whole or in part, in -- any manner and for any purpose whatsoever, and to have or permit others -- to do so.---- DISCLAIMER---- ALL MATERIALS OR INFORMATION HEREIN RELEASED, MADE AVAILABLE OR-- DISCLOSED ARE AS IS. THE GOVERNMENT MAKES NO EXPRESS OR IMPLIED -- WARRANTY AS TO ANY MATTER WHATSOEVER, INCLUDING THE CONDITIONS OF THE-- SOFTWARE, DOCUMENTATION OR OTHER INFORMATION RELEASED, MADE AVAILABLE -- OR DISCLOSED, OR THE OWNERSHIP, MERCHANTABILITY, OR FITNESS FOR A-- PARTICULAR PURPOSE OF SAID MATERIAL.--*---- OBJECTIVE:-- Check that the function Log provides correct results.---- TEST DESCRIPTION:-- This test examines both the version of Log resulting from the -- instantiation of the Ada.Numerics.Generic_Elementary_Functions with -- with a type derived from type Float,as well as the preinstantiated-- version of this package for type Float.-- Prescribed results, including instances prescribed to raise -- exceptions, are examined in the test cases. In addition, -- certain evaluations are performed where the actual function result -- is compared with the expected result (within an epsilon range of -- accuracy).---- TEST FILES:-- The following files comprise this test:---- FXA5A00.A (foundation code)-- CXA5A09.A------ CHANGE HISTORY:-- 11 Apr 95 SAIC Initial prerelease version.-- 13 Jun 95 SAIC Incorporated use of Dont_Optimize procedure, and-- use of Result_Within_Range function overloaded for-- FXA5A00.New_Float_Type.-- 29 Jun 98 EDS Protected exception tests by first testing-- for 'Machine_Overflows----!with Ada.Numerics.Elementary_Functions;with Ada.Numerics.Generic_Elementary_Functions;with FXA5A00;with Report;procedure CXA5A09 isbegin Report.Test ("CXA5A09", "Check that the Log function provides " & "correct results"); Test_Block: declare use Ada.Numerics; use FXA5A00; package GEF is new Ada.Numerics.Generic_Elementary_Functions(New_Float); package EF renames Ada.Numerics.Elementary_Functions; Arg, Float_Result : Float := 0.0; New_Float_Result : New_Float := 0.0; Incorrect_Inverse, Incorrect_Inverse_Base_2, Incorrect_Inverse_Base_8, Incorrect_Inverse_Base_10, Incorrect_Inverse_Base_16 : Boolean := False; procedure Dont_Optimize_Float is new Dont_Optimize(Float); procedure Dont_Optimize_New_Float is new Dont_Optimize(New_Float); begin -- Testing of Log Function, both instantiated and pre-instantiated -- version. -- Check that Argument_Error is raised when the parameter X is negative. begin New_Float_Result := GEF.Log(X => -1.0); Report.Failed("Argument_Error not raised by the Log function " & "when the input parameter is negative"); Dont_Optimize_New_Float(New_Float_Result, 1); exception when Argument_Error => null; -- OK, expected exception. when others => Report.Failed("Unexpected exception raised by the Log function " & "when the input parameter is negative"); end; begin Float_Result := EF.Log(X => -FXA5A00.Large); Report.Failed("Argument_Error not raised by the Log function " & "when the input parameter is negative"); Dont_Optimize_Float(Float_Result, 2); exception when Argument_Error => null; -- OK, expected exception. when others => Report.Failed("Unexpected exception raised by the Log function " & "when the input parameter is negative"); end; -- Check that Constraint_Error is raised when the Log function is -- provided an input parameter of zero. if New_Float'Machine_Overflows = True then begin New_Float_Result := GEF.Log(X => 0.0); Report.Failed("Constraint_Error not raised by the Log function " & "when the input parameter is zero"); Dont_Optimize_New_Float(New_Float_Result, 3); exception when Constraint_Error => null; -- OK, expected exception. when others => Report.Failed("Unexpected exception raised by the Log function " & "when the input parameter is zero"); end; end if; -- Check for the reference manual prescribed results of the Log function. if GEF.Log(X => 1.0) /= 0.0 or EF.Log(X => 1.0) /= 0.0 then Report.Failed("Incorrect result from Function Log when provided " & "an input parameter value of 1.0"); end if; -- Check that the Log function provides correct results when provided -- a variety of input parameters. if not FXA5A00.Result_Within_Range(GEF.Log(0.015), -4.20, 0.01) or not FXA5A00.Result_Within_Range(GEF.Log(0.592), -0.524, 0.001) or not FXA5A00.Result_Within_Range(GEF.Log(0.997), -0.003, 0.001) or not FXA5A00.Result_Within_Range(GEF.Log(1.341), 0.293, 0.001) or not FXA5A00.Result_Within_Range( EF.Log(2.826), 1.04, 0.01) or not FXA5A00.Result_Within_Range( EF.Log(10.052), 2.31, 0.01) or not FXA5A00.Result_Within_Range( EF.Log(2569.143), 7.85, 0.01) then Report.Failed("Incorrect results from Function Log when provided " & "a variety of input parameter values"); end if; Arg := 0.001; while Arg < 1.0 and not Incorrect_Inverse loop if not Result_Within_Range(EF."**"(e,EF.Log(Arg)), Arg, 0.001) then Incorrect_Inverse := True; end if; Arg := Arg + 0.001; end loop; if Incorrect_Inverse then Report.Failed("Incorrect inverse result comparing ""**"" and " & "Log function over argument range 0.001..1.0"); Incorrect_Inverse := False; end if; Arg := 1.0; while Arg < 10.0 and not Incorrect_Inverse loop if not Result_Within_Range(EF."**"(e,EF.Log(Arg)), Arg, 0.01) then Incorrect_Inverse := True; end if; Arg := Arg + 0.01; end loop; if Incorrect_Inverse then Report.Failed("Incorrect inverse result comparing ""**"" and " & "Log function over argument range 1.0..10.0"); Incorrect_Inverse := False; end if; Arg := 1.0; while Arg < 1000.0 and not Incorrect_Inverse loop if not Result_Within_Range(EF."**"(e,EF.Log(Arg)), Arg, 0.1) then Incorrect_Inverse := True; end if; Arg := Arg + 1.0; end loop; if Incorrect_Inverse then
⌨️ 快捷键说明
复制代码Ctrl + C
搜索代码Ctrl + F
全屏模式F11
增大字号Ctrl + =
减小字号Ctrl + -
显示快捷键?