Thank you George, You demonstrated to me the difference between Knowledge and Understanding... Some people are Good others Very Good at what they do, but FEW can Explain with Clarity what they do. Again, Thank You 🙏
I'm just a dude out here trying to solve a related problem. I've spent the morning using this video and a little determination trying to figure out how to write a dab of gcode. One of the problems I came across was not clearly being able to get where the I and J co-ordinates come from. Hopefully what I'm about to say wont show my general stupidity. The I and J co-ordinates are derived from the entry point of the arc the end point of the arch is simply a destination point. So basically no matter what the orientation of the drawing to your Cartesian graph is the numbers you're interested in are the entry of the arc and the center of the arc.
can u explain what to do, if say your at x20, y50, and write a code like G02, y80, i30, j0, and then have to carry on that radius basicly to make a semi circle shape, internal contour. would it be G07 instead of using g02 to just round the corner. sorry its a college assignment.
Well he doesn't specify if he's going part geometry and using g41 or g42 or if he's doing the math as tool path center and avoiding cutter comp. Either way is right just depends on the application.
Which point 3 example are you referring to is wrong? I watched the whole thing and none of them are wrong. There is no need to state I0.0 or J0.0, but it doesn't hurt anything.
Thank you George, You demonstrated to me the difference between Knowledge and Understanding... Some people are Good others Very Good at what they do, but FEW can Explain with Clarity what they do. Again, Thank You 🙏
The best and easiest explanation I fount. Awesome video!
Awesome breakdown, thank you!
Very well done video and good explication. I used this to show a coworker how ijk worked
Best explanation ever! Great freaking job!!!
very well explained...BRAVO from Italy
Final tomorrow, Thanks my dude
Edit: No clue what I made on final but got A in class. This was on it
Awesome presentation, I enjoyed watching. At 3:28 you stated you must have I and J on the line. If I or J is 0, it is not needed.
Thank You. Very professional!
Good Job Man! Thanks
Superb explanation...
Thank you very much for the clear explanation.
Thanks George! helped a lot :)
I'm just a dude out here trying to solve a related problem. I've spent the morning using this video and a little determination trying to figure out how to write a dab of gcode. One of the problems I came across was not clearly being able to get where the I and J co-ordinates come from. Hopefully what I'm about to say wont show my general stupidity. The I and J co-ordinates are derived from the entry point of the arc the end point of the arch is simply a destination point. So basically no matter what the orientation of the drawing to your Cartesian graph is the numbers you're interested in are the entry of the arc and the center of the arc.
Thanks for sharing, George, much love. Can you please do one for the lathe.
❤thank you 😊
Excellent. Thank you so much.
thank you
Well done
Great
finally foudt anyone toexplaine that sheet :-D
thanks!!!
Thank you!!!
can u explain what to do, if say your at x20, y50, and write a code like G02, y80, i30, j0, and then have to carry on that radius basicly to make a semi circle shape, internal contour. would it be G07 instead of using g02 to just round the corner. sorry its a college assignment.
Can you please make a video on I and J, i'm realy confused.
thanks
Thank you sir
Other videos factor the diameter of the tool into their radius calculations, I'm curious why you didn't.
Well he doesn't specify if he's going part geometry and using g41 or g42 or if he's doing the math as tool path center and avoiding cutter comp. Either way is right just depends on the application.
wow thanks
Its wrong.
It should be I0.0 and J-2.0 For point 3
Which point 3 example are you referring to is wrong? I watched the whole thing and none of them are wrong. There is no need to state I0.0 or J0.0, but it doesn't hurt anything.