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ZVEZDA.PAS
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{ ne mano, bet irgi geras }
{**********\ ‘®á⢠¨â¥«ì €.ž.®¬ ®¢ /**********}
Program Zvezda_3D;
Uses Graph,CRT;
Type koord2D= array [1..2] of word;
Const
{ Š®íä¨æ¥â ¨ ᪮à®áâì ¯®¢®à®â 䨣ãàë }
plavnost=0.7;
skorost=0;
{ Š®«¨ç¥á⢮ â®ç¥ª,¤«ï ª®â®àëå § ¤ îâáï ª®®à¤¨ âë }
koltchk=12;
{ C¯¨á®ª 3D ª®®à¤¨ â ¯® OX}
dannyeX: array [1..koltchk] of shortint =
( 0, 0, -94, -20, 0, 20, 94, 32, 52, 0, -52, -32);
{ C¯¨á®ª 3D ª®®à¤¨ â ¯® OY}
dannyeY: array [1..koltchk] of shortint =
( -15, 15, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0);
{ C¯¨á®ª 3D ª®®à¤¨ â ¯® OZ}
dannyeZ: array [1..koltchk] of shortint =
( 0, 0, 30, 30, 94, 30, 30, -10, -70, -32, -70, -10);
{ Š®«¨ç¥á⢮ ®â१ª®¢ ¢ 䨣ãॠ}
kolotr=30;
{ C¯¨á®ª ®¬¥à®¢ ᮥ¤¨ïîé¨åáï â®ç¥ª }
lines: array [1..kolotr,1..2] of byte =
( ( 1, 3), ( 1, 4), ( 1, 5), ( 1, 6), ( 1, 7),
( 1, 8), ( 1, 9), ( 1,10), ( 1,11), ( 1,12),
( 2, 3), ( 2, 4), ( 2, 5), ( 2, 6), ( 2, 7),
( 2, 8), ( 2, 9), ( 2,10), ( 2,11), ( 2,12),
( 3, 4), ( 4, 5), ( 5, 6), ( 6, 7), ( 7, 8),
( 8, 9), ( 9,10), (10,11), (11,12), (12, 3));
Var
{ 3D á¨á⥬ ,¢ ª®â®à®© ¯®¢®à 稢 ¥âáï 䨣ãà }
ox3D,oy3D,oz3D:array [1..koltchk] of integer;
{ ‘â àë© ¨ ®¢ë© ᯨ᪨ 2D ª®®à¤¨ â }
polst, polnov: array [1..koltchk] of koord2D;
{ “£®« ¯®¢®à®â }
ugpov: real;
{ Sin,Cos 㣫 ¯®¢®àâ }
sinpov,cospov: real;
{ ã¤ãâ ᬥé âì 2D âçª(0,0) ¢ æ¥âà íªà }
xx,zz:word;
{--------------------------------------------------------------------------}
Procedure GraphInit;
{ ˆ¨æ¨ «¨§ æ¨ï £à ä¨ç¥áª®£® ०¨¬ }
Var GrDr,DrMo:integer;
Begin
GrDr:=Detect;
InitGraph(GrDr,DrMo,'');
xx:=Trunc(GetMaxX/2);
zz:=Trunc(GetMaxY/2);
End;
{--------------------------------------------------------------------------}
Procedure Povorot;
{ ‡ ¯®«ï¥â ox3D,oy3D ®¢ë¬¨ ª®®à¤¨ â ¬¨ }
Var a:byte;
Begin
sinpov:=Sin(ugpov);
cospov:=Cos(ugpov);
For a:=1 to koltchk do
Begin
ox3D[a]:=Trunc( dannyeX[a]*cospov + dannyeY[a]*sinpov );
oy3D[a]:=Trunc(-dannyeX[a]*sinpov + dannyeY[a]*cospov );
oz3D[a]:=dannyeZ[a];
End;
End;
{--------------------------------------------------------------------------}
Procedure Perevod;
{ ¥à¥¢®¤¨â ¯®¢¥àãâë¥ 3D ª®®à¤¨ âë ¯«®áª®áâì íªà }
{ â.¥. ox3D,oy3D,oz3D ¢ polnov }
Var a:byte;
Begin
For a:=1 to koltchk do
Begin
polnov[a,1]:= ox3D[a]*2 + xx;
polnov[a,2]:=Trunc(-oz3D[a] - oy3D[a]/3)*2 + zz;
End;
End;
{--------------------------------------------------------------------------}
Procedure Izobrazi;
{ ‘â¨à ¥â áâ àãî 䨣ãàã ¨ ¯® § ¤ ë¬ â®çª ¬ áâந⠮¢ãî }
Var a:byte;
Begin
For a:=1 to kolotr do
Begin
SetColor(black);
Line (polst[ lines[a,1], 1 ],
polst[ lines[a,1], 2 ],
polst[ lines[a,2], 1 ],
polst[ lines[a,2], 2 ]);
SetColor(yellow);
Line (polnov[ lines[a,1], 1 ],
polnov[ lines[a,1], 2 ],
polnov[ lines[a,2], 1 ],
polnov[ lines[a,2], 2 ]);
End;
End;
{--------------------------------------------------------------------------}
Procedure Zamena;
{ à¨à ¢¨¢ ¥â polst ª polnov }
Var a: byte;
Begin
For a:=1 to koltchk do
Begin
polst[a,1]:=polnov[a,1];
polst[a,2]:=polnov[a,2];
End;
end;
{--------------------------------------------------------------------------}
Begin
GraphInit;
Repeat
ugpov:=ugpov+pi*plavnost/180;
If ugpov>2*pi then ugpov:=0;
Povorot;
Perevod;
Izobrazi;
Zamena;
Delay(skorost);
Until KeyPressed;
ReadKey;
CloseGraph;
End.