I just purchased a GCQuad, and I was disappointed by the face data. It seemed to vary a ton, and sometimes it was really far off the starting angle. There's no way the numbers could be trusted. In some lessons I've had with a quad it seemed off as well, chalked it up to bad strikes. But after getting my own quad and having to hit almost golf balls (apartment setup), still bad. The balls weigh a lot lighter, so it's not going to twist the head as much. Not sure if it could be the club or sticker placement. But watching on YouTube it seems like it's common to see misreadings as well.

I was pretty annoyed after all that money spent, but knowing that face determines starting angle, maybe there's some hope. Especially since path and starting angle do seem like accurate readings. Path has really small standard of deviation, and starting angle passes the eye test of where the ball hits my net. Doing some digging I found that you can plug those into an equation and figure out clubface:
https://www.researchgate.net/publica...of_a_Golf_Ball
Assuming slope is 0.7, in other words 70% of starting line, the new face to path comes out to:
(Side Angle - Club Path) / 0.7
And face to target comes out to
Club Path + (Side Angle - Club Path) / 0.7
Here's an example of a bad reading I had:
Path = -.8
Face to Path = 6.3
Face to Target = 5.5
Side Angle = .9
If the face to path was 6.3 degrees, there's just no way it pushed the ball only 1.7 degrees. After the equation:
Face to Path = 2.4
Face to Target = 1.6
What do you guys think? It does seem a lot more logical. Maybe it's not perfect but it should be accurate enough for feedback. If it all checks out, I'll make a chart so that it's easy to check on the fly.

I was pretty annoyed after all that money spent, but knowing that face determines starting angle, maybe there's some hope. Especially since path and starting angle do seem like accurate readings. Path has really small standard of deviation, and starting angle passes the eye test of where the ball hits my net. Doing some digging I found that you can plug those into an equation and figure out clubface:
https://www.researchgate.net/publica...of_a_Golf_Ball
Assuming slope is 0.7, in other words 70% of starting line, the new face to path comes out to:
(Side Angle - Club Path) / 0.7
And face to target comes out to
Club Path + (Side Angle - Club Path) / 0.7
Here's an example of a bad reading I had:
Path = -.8
Face to Path = 6.3
Face to Target = 5.5
Side Angle = .9
If the face to path was 6.3 degrees, there's just no way it pushed the ball only 1.7 degrees. After the equation:
Face to Path = 2.4
Face to Target = 1.6
What do you guys think? It does seem a lot more logical. Maybe it's not perfect but it should be accurate enough for feedback. If it all checks out, I'll make a chart so that it's easy to check on the fly.
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