Jump to content

Curve vectors


---
 Share

Recommended Posts

Are the vectors not "normal" to the CAD surface after defining the feature strategy (nominal points) or after (actual points?) The reason I ask is, if the nominals look good, but the actuals don't, it could be your sensor, especially if you're running an XXT w/ RDS. We see "leaning" vectors with our XXT/RDS frequently when using star styli and was told this is normal, according to Zeiss.
Link to comment
Share on other sites

Open the curve and under the "Nominal Data" tab > Nominal Geometry Manipulations > Change nominal vectors.
Also, if some of them are facing the wrong direction, click on the down arrow on the left, above Point No. You can right click on each point and reverse it's vector.
Link to comment
Share on other sites

Please sign in to view this quote.

If you do need to, open the curve and under the "Nominal Data" tab > Nominal Geometry Manipulations > Change nominal vectors.
Also, if some of them are facing the wrong direction, click on the down arrow on the left, above Point No. You can right click on each point and reverse it's vector.
Link to comment
Share on other sites

What I have is a thin plane that is at a 5 degree angle to the base alignment. I want to create a line profile down this plane using curve. If I use 3D curve, the vectors are good but if I use 2D curve the vectors are parallel with the base alignment instead of the CAD surface. I don't remember having to use 3D curve for a straight line before.
Link to comment
Share on other sites

Please sign in to view this quote.

You could create an alternate alignment (resources > utilities > alignment) and set your 5 degree plane as your spatial (rotate and originate to whatever you'd like). Now, reference this alignment for any/all features you're attempting to measure on that angled surface (in the feature window.) You can refer back to base alignment on the characteristic side afterwards. This should make any vectors associated with those angled features perpendicular (normal) to the angled surface.
Link to comment
Share on other sites

 Share

×
×
  • Create New...