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Mill a spiral for a hole
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G21 ;mm | |
G90 ; absolute coordinates | |
G64 ; continuous mode for corners | |
G0 Z40.000000 | |
F1800 | |
M3 S6000 | |
G54 | |
G17 | |
(create a hole with size r=10 at X10, Y20) | |
(THIS CODE IS FOR DEMONSTRATION OF POLAR COORDINATES ONLY!!!) | |
(DO NOT ACTUALLY MILL IT!) | |
(goto the center point of the hole) | |
G0 X10 Y20 Z10 | |
(go to the offset point) | |
G91 G1 X2.5 | |
(set the offset point) | |
G92 X2.5 Y0 | |
(The offset is the start of the spiral, in a real case scenario it would be the point where the millhead enters) | |
(Beware that the offset must be non zero for at least one coordinate! G92 X0 Y0 would not work!) | |
(2000 = 10 turns * 1.8 degree) | |
o100 repeat [2000] | |
(the increment value is size of hole - offset / repeats) | |
(in this example 10 - 2.5 / 2000 = 0.00375) | |
(every 1,8 degree turn 0.00375mm is added to the offset coordinate in X and Y direction) | |
(for better understanding: the @ parameter is the radius.) | |
(we set it to the offset in the beginning, so polar coodinates asume that 0,0 is the center and the current point you are at) | |
(is the radius (= r = sqrt(x^2 + y^2)). If we set the Offset with the G92 command to X2.5 and Y0, the radius is of course 2.5) | |
(in every step you do with an incremental move of polar coordinates, the radius and angle is incremented.) | |
(that means that the radius is now a function of angle (archimedean spiral)) | |
(Because we add n times a number to the radius, the resulting size of the spiral is n * increment + starting radius.) | |
g91 g1 @0.00375 ^1.8 | |
(you can also use G91 G1 @0.00375 ^-1.8 to run the spiral the other way around) | |
o100 endrepeat | |
G92.1 | |
G90 | |
(do a real circle at the end) | |
G2 X20 Y20 I-10 | |
M30 |
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