Output of file : GEAR.PAS contained in archive : SPIN.ZIP
Program Gear;

(* This program generates an AcroSpin file called GEAR.FIL that displays a *)
(* gear. I wrote this program using Turbo Pascal Version 3.0. You can *)
(* modify the colors, number of angles used to approximate the central hole, *)
(* and the number of teeth, by changing the constants in the next section. *)
(* *)
(* David B. Parker *)

(* Constants. *)

Const
HoleAngles = 16; (* Number of sides on central hole. *)
HoleColor = 9; (* Color of central hole. *)
NumberOfTeeth = 12; (* Number of teeth on gear. *)
ToothColor = 13; (* Color of teeth. *)
DimensionColor = 15; (* Color of the dimensions. *)

(* Variables. *)

Var I, J : Integer; (* Looping variables. *)
SinAngle, CosAngle: Array[0..5] Of Real; (* Useful sines and cosines. *)
Output : Text; (* Output file. *)

(* Include the routine to write out text. *)

{\$I WRITETEX.PAS}

(* Open the output file. *)

Begin
Assign(Output,'GEAR.FIL');
Rewrite(Output);

(* Write out the end points for the central hole. *)

For I := 0 To HoleAngles-1 Do
Begin
Writeln(Output,'EndPoint',
' X ',Round(10000.0*0.25*Cos(2.0*Pi*I/HoleAngles)),
' Y ',Round(10000.0*0.25*Sin(2.0*Pi*I/HoleAngles)),
' Z ',Round(10000.0*1.0),
' Name HH',I);
Writeln(Output,'EndPoint',
' X ',Round(10000.0*0.25*Cos(2.0*Pi*I/HoleAngles)),
' Y ',Round(10000.0*0.25*Sin(2.0*Pi*I/HoleAngles)),
' Z 0',
' Name HL',I);
End;

(* Write out the lines for the central hole. *)

For I := 0 To HoleAngles-1 Do
Begin
J := I+1;
If J = HoleAngles Then J := 0;
Writeln(Output,'Line From HL',I,' To HL',J,' Color ',HoleColor);
Writeln(Output,'Line From HL',I,' To HH',I,' Color ',HoleColor);
Writeln(Output,'Line From HH',I,' To HH',J,' Color ',HoleColor);
End;

(* Write out the end points for the teeth. *)

SinAngle[1] := Sin(14.5*Pi/180.0);
CosAngle[1] := Cos(14.5*Pi/180.0);
SinAngle[2] := 9.0/8.0*SinAngle[1];
CosAngle[2] := -Sqrt(1.0-Sqr(SinAngle[2]));
SinAngle[3] := SinAngle[1]*CosAngle[2]+CosAngle[1]*SinAngle[2];
CosAngle[3] := SinAngle[1]*SinAngle[2]-CosAngle[1]*CosAngle[2];
SinAngle[4] := 9.0/10.0*SinAngle[1];
CosAngle[4] := Sqrt(1.0-Sqr(SinAngle[4]));
SinAngle[5] := SinAngle[1]*CosAngle[4]-CosAngle[1]*SinAngle[4];
CosAngle[5] := SinAngle[1]*SinAngle[4]+CosAngle[1]*CosAngle[4];
For I := 0 To NumberOfTeeth-1 Do
Begin
SinAngle[0] := Sin(2.0*I*Pi/NumberOfTeeth);
CosAngle[0] := Cos(2.0*I*Pi/NumberOfTeeth);
Writeln(Output,'EndPoint',
' X ',Round(10000.0*4.0/3.0
*(CosAngle[0]*CosAngle[3]+SinAngle[0]*SinAngle[3])),
' Y ',Round(10000.0*4.0/3.0
*(SinAngle[0]*CosAngle[3]-CosAngle[0]*SinAngle[3])),
' Z ',Round(10000.0*1.0),
' Name GH',I,'P0');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*4.0/3.0
*(CosAngle[0]*CosAngle[3]+SinAngle[0]*SinAngle[3])),
' Y ',Round(10000.0*4.0/3.0
*(SinAngle[0]*CosAngle[3]-CosAngle[0]*SinAngle[3])),
' Z 0',
' Name GL',I,'P0');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*5.0/3.0
*(CosAngle[0]*CosAngle[5]-SinAngle[0]*SinAngle[5])),
' Y ',Round(10000.0*5.0/3.0
*(SinAngle[0]*CosAngle[5]+CosAngle[0]*SinAngle[5])),
' Z ',Round(10000.0*1.0):6,
' Name GH',I,'P1');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*5.0/3.0
*(CosAngle[0]*CosAngle[5]-SinAngle[0]*SinAngle[5])),
' Y ',Round(10000.0*5.0/3.0
*(SinAngle[0]*CosAngle[5]+CosAngle[0]*SinAngle[5])),
' Z 0',
' Name GL',I,'P1');
CosAngle[0] := Cos(2.0*(I+0.5)*Pi/NumberOfTeeth);
SinAngle[0] := Sin(2.0*(I+0.5)*Pi/NumberOfTeeth);
Writeln(Output,'EndPoint',
' X ',Round(10000.0*5.0/3.0
*(CosAngle[0]*CosAngle[5]+SinAngle[0]*SinAngle[5])),
' Y ',Round(10000.0*5.0/3.0
*(SinAngle[0]*CosAngle[5]-CosAngle[0]*SinAngle[5])),
' Z ',Round(10000.0*1.0),
' Name GH',I,'P2');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*5.0/3.0
*(CosAngle[0]*CosAngle[5]+SinAngle[0]*SinAngle[5])),
' Y ',Round(10000.0*5.0/3.0
*(SinAngle[0]*CosAngle[5]-CosAngle[0]*SinAngle[5])),
' Z 0',
' Name GL',I,'P2');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*4.0/3.0
*(CosAngle[0]*CosAngle[3]-SinAngle[0]*SinAngle[3])),
' Y ',Round(10000.0*4.0/3.0
*(SinAngle[0]*CosAngle[3]+CosAngle[0]*SinAngle[3])),
' Z ',Round(10000.0*1.0),
' Name GH',I,'P3');
Writeln(Output,'EndPoint',
' X ',Round(10000.0*4.0/3.0
*(CosAngle[0]*CosAngle[3]-SinAngle[0]*SinAngle[3])),
' Y ',Round(10000.0*4.0/3.0
*(SinAngle[0]*CosAngle[3]+CosAngle[0]*SinAngle[3])),
' Z 0',
' Name GL',I,'P3');
End;

(* Write out the lines for the teeth. *)

For I := 0 To NumberOfTeeth-1 Do
Begin
J := I+1;
If J = NumberOfTeeth Then J := 0;
Writeln(Output,'Line From GL',I,'P0 To GL',I,'P1 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P0 To GH',I,'P0 Color ',ToothColor);
Writeln(Output,'Line From GH',I,'P0 To GH',I,'P1 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P1 To GL',I,'P2 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P1 To GH',I,'P1 Color ',ToothColor);
Writeln(Output,'Line From GH',I,'P1 To GH',I,'P2 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P2 To GL',I,'P3 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P2 To GH',I,'P2 Color ',ToothColor);
Writeln(Output,'Line From GH',I,'P2 To GH',I,'P3 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P3 To GL',J,'P0 Color ',ToothColor);
Writeln(Output,'Line From GL',I,'P3 To GH',I,'P3 Color ',ToothColor);
Writeln(Output,'Line From GH',I,'P3 To GH',J,'P0 Color ',ToothColor);
End;

(* Write out the diameter dimension of the gear. *)

Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0),
' Y ',Round(-10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D1');
Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0-500.0),
' Y ',Round(-10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D3');
Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0+500.0),
' Y ',Round(-10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D4');
Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0),
' Y ',Round(10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D2');
Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0-500.0),
' Y ',Round(10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D5');
Writeln(Output,'EndPoint X ',Round(10000.0*6.0/3.0+500.0),
' Y ',Round(10000.0*5.0/3.0),
' Z ',Round(10000.0*0.5),
' Name D6');
Writeln(Output,'Line From D3 To D4 Color ',DimensionColor);
Writeln(Output,'Line From D1 To D2 Color ',DimensionColor);
Writeln(Output,'Line From D5 To D6 Color ',DimensionColor);
WriteText(DimensionColor,
2000.0,2000.0,
0.0,0.0,90.0,
10000.0*6.0/3.0+3000.0,-4000.0,5000.0,
'3.25"');

(* Write out the thickness dimension of the gear. *)

Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0),
' Y 0',
' Z 0',
' Name T1');
Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0-500.0),
' Y 0',
' Z 0',
' Name T3');
Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0+500.0),
' Y 0',
' Z 0',
' Name T4');
Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0),
' Y 0',
' Z ',Round(10000.0*1.0),
' Name T2');
Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0-500.0),
' Y 0',
' Z ',Round(10000.0*1.0),
' Name T5');
Writeln(Output,'EndPoint X ',Round(-10000.0*6.0/3.0+500.0),
' Y 0',
' Z ',Round(10000.0*1.0),
' Name T6');
Writeln(Output,'Line From T3 To T4 Color ',DimensionColor);
Writeln(Output,'Line From T1 To T2 Color ',DimensionColor);
Writeln(Output,'Line From T5 To T6 Color ',DimensionColor);
WriteText(DimensionColor,
2000.0,2000.0,
90.0,-90.0,0.0,
-10000.0*6.0/3.0-3000.0,0.0,7500.0,
'1.0"');

(* Close the output file. *)

Close(Output);
End.


### 3 Responses to “Category : Printer + Display GraphicsArchive   : SPIN.ZIPFilename : GEAR.PAS”

1. Very nice! Thank you for this wonderful archive. I wonder why I found it only now. Long live the BBS file archives!

2. This is so awesome! 😀 I’d be cool if you could download an entire archive of this at once, though.

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