I should have started my first post with my problem and goal rather than asking whether a certain feature existed in NX. My 2nd post confused the matter for which I apologize.
My question has technically been answered, but I'll give a little background to hopefully clear things up. The company I work for makes small consumer goods and 90%+ of the parts are unique to each model, so we create them in 3D space 'where they belong' which avoids much hassle with assembly constraints. We use master model for our drawings which generally have a front, right, top, and a trimetric view of the part. The trimetric view serves as a pictoral view of the part, but we also use it to call out surface finish and textures for the cosmetic surfaces. I will reorient the part to get the important features in the dimension views, occasionally either the front view that I want for dimensioning will not lead to the trimetric view that gives the most information or the part will require callouts on the front and back so I will use multiple trimetric views. I have been rotating it to something close in modeling, saving the view, and adding it to the drawing. I was hoping there was a way to snap to a 'new front view' and generate a trimetric view off of that. I don't work to a drafting standard that has well defined definitions for pictoral views, I was just hoping to speed up drawing creation a little bit and make the views look more consistent.
On my journey of discovery with Wikipedia, I got a good refresher on axonometric views. If you rotate the model such that all 3 axes (X, Y, Z) are foreshortened equally, you end up with an isometric (same measure) view. When 2 of the axes have the same measure it is a dimetric view, and when the 3 axes have different measures it is a trimetric view. There is a well defined set of rotations to get an isometric view, but there is an infinite number of possibilities for a trimetric view. I had mistakenly thought that a trimetric view was a certain (but different) set of rotations than an isometric view. Another thanks to John for telling us the rotations that NX uses in its definition.