kipsing
Guest
Hello, everyone.
I attach the quick sketch of a design in which:
- red piece: plate with diam.est. x, diam.int. z, sp. s
- green piece: premente
- blue piece: matrix
- yellow piece: sting inf.
- piece tratt.: extractor
the sketch represents the phase of resumption of a round plate to which you need to make an external bevel and an interior.
the piattello is first handed over, then right on this block.
I'd like to apologize for my little engineering knowledge. Is there any way to calculate a relationship between the two provisional diameters of the haircut phase (int. e est. - sting and matrix), and those of this second phase of recovery? every time I find myself going for attempts going back until I arrive at destination, but I would be curious to know if there is a way to calculate this crushing of material according to the thickness and angles that hold between matrix and lower punch until the correct size of the plate.
I hope I've been clear enough and someone can help me.
hello to all
I attach the quick sketch of a design in which:
- red piece: plate with diam.est. x, diam.int. z, sp. s
- green piece: premente
- blue piece: matrix
- yellow piece: sting inf.
- piece tratt.: extractor
the sketch represents the phase of resumption of a round plate to which you need to make an external bevel and an interior.
the piattello is first handed over, then right on this block.
I'd like to apologize for my little engineering knowledge. Is there any way to calculate a relationship between the two provisional diameters of the haircut phase (int. e est. - sting and matrix), and those of this second phase of recovery? every time I find myself going for attempts going back until I arrive at destination, but I would be curious to know if there is a way to calculate this crushing of material according to the thickness and angles that hold between matrix and lower punch until the correct size of the plate.
I hope I've been clear enough and someone can help me.
hello to all