stabum
Guest
Hello everyone,
I write you because I'm in trouble with a problem in inventor 2013 that I'm sure for you will be available, but for me it is reason of infinite frustration.
Suppose we work in the "assieme" environment. I modeled a tree that I "enhanced" to the fixed reference system (grounded). Now I have to insert a roller bearing. the inner ring of the bearing must be planted on the tree, so it must be coaxial to the tree and have no relative rotation than it. the outer ring, on the other hand, must obviously be free to rotate compared to the first (and therefore to the tree), where it will be planted on a suitable seat made on a frame.
the bearing, as well as the tree, represents a part of the shaft+bear.
if you open the bearing (it is in turn a set, having downloaded it from the site of theskf), you see as an outer and inner ring are free to rotate each other. This degree of freedom, however, so to speak is ignored when importing this assembly (cuscinetto) inside a new assembly (shaft+cuscinetto, in fact), almost that in this new together the individual components (the bearing in this case) are seen as individual rigid bodies.
question: how can I resurrect and make actual, in the axieme tree+cuscinetto, the "internal" constraints (or the internal grids) of the axieme "cuscinetto"? ? ?
I hope I've been clear enough to help you.
Thanks again to everyone.
I write you because I'm in trouble with a problem in inventor 2013 that I'm sure for you will be available, but for me it is reason of infinite frustration.
Suppose we work in the "assieme" environment. I modeled a tree that I "enhanced" to the fixed reference system (grounded). Now I have to insert a roller bearing. the inner ring of the bearing must be planted on the tree, so it must be coaxial to the tree and have no relative rotation than it. the outer ring, on the other hand, must obviously be free to rotate compared to the first (and therefore to the tree), where it will be planted on a suitable seat made on a frame.
the bearing, as well as the tree, represents a part of the shaft+bear.
if you open the bearing (it is in turn a set, having downloaded it from the site of theskf), you see as an outer and inner ring are free to rotate each other. This degree of freedom, however, so to speak is ignored when importing this assembly (cuscinetto) inside a new assembly (shaft+cuscinetto, in fact), almost that in this new together the individual components (the bearing in this case) are seen as individual rigid bodies.
question: how can I resurrect and make actual, in the axieme tree+cuscinetto, the "internal" constraints (or the internal grids) of the axieme "cuscinetto"? ? ?
I hope I've been clear enough to help you.
Thanks again to everyone.