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Mach3 G Code Examples



Example 2: I, J, K Method In order to develop a programming for a full circle, the ending point is removed from the G02 code. Also, suppose that the machine is presently set at X0.0 Y0.0, and G90 and G17 G codes are set up in the header: G01 Y1.0 F8.0; G02 I.750; 2. We even include a gcode example program to run that will draw a circle. If you don’t have your machine running just yet and would like some guidance, check out How to setup your Arduino CNC Machine. The following is exactly what is saved in the circle.nc file. Click the link below to download the file. Download the g code.

  1. Mach3 G Code Examples Trigonometric Function
  2. Reference
  3. How To Write G Code For Mach3
  4. Mach3 G Code Examples - Lasopatrader

For most of the controls, you get to just enter the G96 code for telling the machine to go at a constant surface speed. G97 is used for cancelling G96 and returning to the normal RPM modes on the spindle. It is useful in a number of situations, such as the ones that need central line work, like tapping and drilling. G97 S—- M– Example. Aug 23, 2019 Mach3 has a built in macro/scripting engine based on a product called Cypress ENABLE. The scripting engine let's you edit the standard M-codes but also enables you to create custom M-codes that can be called from your G-code. A typical example is modifying the M6 macros to. G-code is used in a lot of automated manufacturing processes.

Article Index
Documentation
G-codes samples: Surface Measure
G-codes samples: Tool Length Measure
G-codes samples: Homing
G-codes samples: Helical interpolation
Polar coordinates G16 G15
Plane selection G17 G18 G19
G68 G69 Coordinate system rotation
G65 Simple macro call
All Pages
Helical Interpolation.

myCNC software and controllers support helical interpolation - simultaneous two-axis circular motion with the linear motion along the remaining axes. A sample of helical interpolation is showed below:

(Helical interpolation sample)
%
N10 G90 G0 X0 Y0 Z0
G02 X0 Y0 R50 Z10 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z20 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z30 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z40 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z50 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z60 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z70 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z80 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z90 ( a circle in XY plane with Z motion )
G02 X0 Y0 R50 Z100 ( a circle in XY plane with Z motion )
M30

Similar motion can be programmed by using parametrical programming as shown below-

(Helical interpolation sample)
%
N10 G90 G0 X0 Y0 Z0
#40=0 (next Z position)
#41=50 (Radius )
#42=10 (Z step)
#43=5+1 (number of turns)
M98 P333 L#43 (run subroutine 333 [L-1]-times)
M30
O333
G02 X0 Y0 R#41 Z#40 ( a circle in XY plane with Z motion )
#40=#40+#42
M99
%

myCNC supports also 'spiral' interpolation - some kind of circular interpolation with lenearly varying Radius.

A sample is shown below-

(Spiral/Helical interpolation sample)
%
N10 G90 G0 X0 Y0 Z0
G02 X-10 Y0 I0 Z10 ( a spiral in XY plane with Z motion )
G02 X-20 Y0 I10 Z20 ( a spiral in XY plane with Z motion )
G02 X-30 Y0 I20 Z30 ( a spiral in XY plane with Z motion )
G02 X-40 Y0 I30 Z40 ( a spiral in XY plane with Z motion )
G02 X-50 Y0 I40 Z50 ( a spiral in XY plane with Z motion )
G02 X-60 Y0 I50 Z60 ( a spiral in XY plane with Z motion )
G02 X-70 Y0 I60 Z70 ( a spiral in XY plane with Z motion )
G02 X-80 Y0 I70 Z80 ( a spiral in XY plane with Z motion )
G02 X-90 Y0 I80 Z90 ( a spiral in XY plane with Z motion )
M30

%



A relocation of the positions of linear axes into curved tool motions is known as circular interpolation. It’s alternative definition is that the commands of circular interpolation are utilized to implement the tool’s motion along a circular arc to the pre-set end position. In short, it is the circular movement of the tool, which could be a complete circular motion or less than that.

Circular interpolation needs 5 components or pieces of details, namely: a center, a feed rate, a radius, an endpoint, and a direction of the tool movement.

However, in this article, we will deal with the two methods that relate to G02 and G03 G codes.

What is Circular Interpolation in CNC programming ?

Reference

Mach3 G Code Examples Trigonometric Function

As we read above, circular interpolation is the movement of the machine tool along a curved arc. Apart from the fair and exotic capability to follow a “NURBS” path, almost every G code controller supports only 2 types of motions: linear and circular motions.

Circular interpolation is comparatively more demanding on CNC machines as 2 axes have to be coordinated with high precision and accuracy. Making the outline of a complete circle not only includes the coordinated motion, but also the direction of reversal of the points of all the 4 quadrants. The degrees to which the machine motion will take place correspond to 0°, 90°, 180°, and 270°. Therefore, if the machine experiences a backlash ever, then it will be definitely at the reversal of those angles as an error will be there in the cut there.

Circular motion is the mode of the CNC machine which is initiated through G02 and G03 codes. It is similar to linear motion, which is started by using G00 and G01 codes.

All

G02 code is responsible for commanding the machine to move in clockwise circular arcs. G03 initiates a mode which moves the machine in a counterclockwise circular arc.

What are G02 and G03?

G02 and G03 are the two G codes which are applied in the CNC machine programming to instruct what movements shall the machine implement. These two program codes turn the machine along a curved or circular arc, in contrast to G00 as well as G01 (which move the machine tool in a rectilinear motion), respectively.

G02 executes circular motion of the machine, but in a clockwise arc. Whereas, G03 moves the machine tool along a reverse arc (i.e., in anticlockwise direction).

In order to utilize the above mentioned G codes for circular interpolation, you must set the coordinates following which the CNC machine will operate.

The radius of the arc or the offsets to the arc’s centre and the extra turns that the machine will optionally make during the motion of the tool. These movements’ speed is also termed by the F-word meaning feed rate.

How to Use R Method and I, J, K Method for Circular Interpolation ?

G02 G code indicates clockwise arc movement at feed rate.

G03 G code implies movement of the arc in the anticlockwise direction at feed rate.

The clockwise direction is figured out by observing the arc to the arc plane from the positive portion of a vector normal.

Similar to the G01 code, G02 and G03 alsi need a feed rate (F) and distance (or destination coordinates (like X, Y, and/or Z). If the feed rate is commanded earlier in the program, then it will continue to serve as the default value to the current feed rate. For complete circles, all the three coordinates– X, Y and Z could be removed (check out the I, J, K Method given below for clearer understanding).

The arc must be aligned with a plane as defined by the 2 axes of the CNC machine motion. The plane should be enabled in the header of the program by G7, G18, G19.

There are 2 types of ways or methods to program G02 or G03 code for circular interpolation:

1. I, J, K Method

This is the only method that can be used to program a complete circle. It can be used any time the R method could be used, but it is a little more complicated.

Any two of I, J, and K will be utilized. The selection of any two amongst these three will be based on the type of arc plane that is selected (see below: G7, G18, G19).

If the arc plane chosen is:

G17 – utilize I and J

Mach3 G Code Examples - lasopatraderMach3

G18 – utilize I and K

G19 – utilize J and K

The arguments– I, J and K indicate the respective distances between the arc’s starting point to the arc’s center point. Notice the arc’s starting point is neither included in the G02 nor the G03 command. The start point of the arc is figured out by the cutter’s location while the command is executed. Plus, the center point of the arc is never directly mentioned in the command. In case the geometry of the circle is not possible (to within 0.0001), then it is usually followed by a glitch.

Example 1: I, J, K Method

Suppose that machine is presently set at X0.0 Y0.0, and G90 and G17 codes are permitted in the header.

G01 Y1.0 F8.0;

G02 X1.2803 Y1.5303 I.750;

Will produce the following toolpath. Notice the value for J (the distance in the Y axis) would be zero, it can be omitted:

Note: The i’s value is set to 0.75 because it indicates the distance from the starting point of the arc, and not because it’s the distance from Y-axis.

Example 2: I, J, K Method

In order to develop a programming for a full circle, the ending point is removed from the G02 code. Also, suppose that the machine is presently set at X0.0 Y0.0, and G90 and G17 G codes are set up in the header:

G01 Y1.0 F8.0;

G02 I.750;

2. R Method

2021 HCPCS G-Codes - Procedures/Professional Services (Tempor...

The R Method could be only utilized for arcs that are not more 360 degrees. For your information, the letter R is used to address and specify the arc’s radius.

Example 1: R Method

Suppose the CNC machine is presently set at the following coordinates X0.0 Y0.0, and G17 and G90 are implemented in the header.

G01 Y1.0 F8.0;

G02 X1.2803 Y1.5303 R.750;

Example 2: R Method

Reference

Note that other than the arc mentioned in the above instance, there is another arc which too satisfies the same criteria. This arc has the same radius but a longer arc length. The arc too has the same start and end points as the one in the previous example.

In case you want to utilize the arc with longer length, you should use a -R value (as -R address doesn’t have a solid meaning).

G01 Y1.0 F8.0;

G02 X1.2803 Y1.5303 R-0.750;

How To Write G Code For Mach3

Conclusion

Mach3 G Code Examples - Lasopatrader

Well, that’s all about G02 and G03 G codes and their application in circular interpolation in CNC programming. If you are new to this topic of CNC, then hopefully this article will help you to get sufficient knowledge of G code programming for circular interpolation.