Equilateral polylines with GUICtrlSetGraphic

[ahmet 8]

Maybe someone knows how to create equilateral polylines ?

polygon.au3

[Malkey 231]

Try this.

expandcollapse popup

#include <GuiConstantsEx.au3>

Local $radius, $n, $polygon_angle, $start_angle, $center_angle, $side, $main, $i, $msg

$main = GUICreate("Test")

$radius = 100
$n = 8 ; <========== Change to number of sides of polygon required.
$polygon_angle = ($n - 2) * 180 / $n
$start_angle = (180 - $polygon_angle) / 2
$center_angle = 180 - $polygon_angle
$side = Sqrt(2 * $radius ^ 2 * (1 - _Cos($center_angle)))

GUICtrlCreateGraphic(0, 0, 200, 200)

;Circle
GUICtrlSetGraphic(-1, $GUI_GR_ELLIPSE, 0, 0, 2 * $radius, 2 * $radius)

;polygon sides depends on variable, $n.
GUICtrlSetGraphic(-1, $GUI_GR_MOVE, $radius + _Cos($start_angle) * $side, 2 * $radius - _Sin($start_angle) * $side)
For $i = 0 To $n
    GUICtrlSetGraphic(-1, $GUI_GR_LINE, $radius + _Cos($start_angle) * $side, 2 * $radius - _Sin($start_angle) * $side)
    $start_angle = $start_angle + 180 - $polygon_angle
Next

GUISetState()

While 1
    $msg = GUIGetMsg()
    Switch $msg
        Case $GUI_EVENT_CLOSE
            ExitLoop
    EndSwitch
WEnd

Func _Cos($angle)
    Local $cos = Cos(4 * ATan(1) * $angle / 180) ; [pi = 4 * ATan(1)]
    If ($angle = 90 Or $angle = 270) Then $cos = 0
    Return $cos
EndFunc ;==>_Cos

Func _Sin($angle)
    Local $sin = Sin(4 * ATan(1) * $angle / 180)
    If ($angle = 180 Or $angle = 360) Then $sin = 0
    Return $sin
EndFunc ;==>_Sin

[ahmet 8]

Malkey thnaks for your reply, but that is not what I want.I was trying to create polygon inscribed in circle with desired radius.

[martin 85]

Malkey thnaks for your reply, but that is not what I want.I was trying to create polygon inscribed in circle with desired radius.

Maybe this sort of thing

#include <GuiConstantsEx.au3>
#include <WindowsConstants.au3>
#include <Math.au3>

$radius = 100
$n = 8
$degtorad=atan(1)/45


$polygon_angle = 360/$n
$start_angle = 90 -$polygon_angle/2

$main = GUICreate("Test")

GUICtrlCreateGraphic(0, 0, 200, 200)
GUICtrlSetGraphic(-1, $GUI_GR_ELLIPSE, 0, 0, 2 * $radius, 2 * $radius)

For $i = 1 To $n
    $x1=$radius + $radius*cos(($start_angle+$i*$polygon_angle)*$degtorad)
    $y1 = $radius + $radius*sin(($start_angle+$i*$polygon_angle)*$degtorad)
    GUICtrlSetGraphic(-1, $GUI_GR_MOVE, $x1, $y1)
    $x2 = $radius + $radius*cos(($start_angle+($i+1)*$polygon_angle)*$degtorad)
    $y2 = $radius + $radius*sin(($start_angle+($i+1)*$polygon_angle)*$degtorad)
    GUICtrlSetGraphic(-1, $GUI_GR_LINE,$x2, $y2)
Next


GUISetState()


while GUIGetMsg() <> -3
    wend

[ahmet 8]

Thanks, that is what I wanted.