kinematics sweep volume mirror on spherical joint

[tox.tony]

Good morning to all, does anyone explain to me that I command to apply in the mirror to extract its volume sweep and to evaluate the encumbrance of the latter uncertain on a spherical joint?
the body of the snode is fixed and between this and the yellow sphere I created a spherical joint, but I do not know how to move the mirror in all possible positions.
the determination of interference is activated.
Thank you.
Tox.

 

[CATSEGGIO]

http://catiadoc.free.fr/online/kinug_c2/kinugbt0704.htm

 

[tox.tony]

thanks to the answer, up to here I arrived, since it is like applying the other joints, what I find now difficult is to grant to the mirror all possible movements until the collision of the spherical block so that I can then realize the famous pathatone:d or volume of sweep.this will serve me to realize then in volume of the mirror cup.

 

[ferrezio]

I would revive it by creating the "associated part" of a repeat made in "environment assembly".
the raphineness of repetition will depend on the angle, and the number of points you will create in a skeleton, in the two master directions of movement.

Hi.

 

[CATSEGGIO]

Maybe you should take a look herehttp://www.catia.com.pl/tutorial/z2/dmu_kinematics_simulator.pdfaround page 81

 

[tox.tony]

I would revive it by creating the "associated part" of a repeat made in "environment assembly".
the raphineness of repetition will depend on the angle, and the number of points you will create in a skeleton, in the two master directions of movement.

Hi.

you did a great job but in the end you got a vertical and horizontal shake, and we did not exploit the sphere on which we mounted the mirror, can still be a valid and alternative solution.
Thank you.

 

[ferrezio]

you did a great job but in the end you got a vertical and horizontal shake, and we did not exploit the sphere on which we mounted the mirror, can still be a valid and alternative solution.
Thank you.

just apply the concept on the maximum and minimum corners.

Hi.