GIOVANNI682
Guest
Good morning to all,
I have a problem that develops like this:
a gripper gripper that holds me a copper pipe with a grip force of 1000 n, the tube can have different shapes in the sense that it has undergone a bending deformation (let us assume a shape to l for example). My problem is to calculate the minimum contact surface between pipe and clamp to lock the rotation and prevent the sleaching of the tube, (considering that because of the deformation and not being the axis tube this last tends to rotate and taking into account that the rinse of the sigmasn material = 40 mpa. )
I attach a representative scheme.
I considered the mass of the tube as a concentrated mass (fault case)
the quotas are not accurate but they only serve to give me an indication on how to carry out this exercise.
ps: the pliers are shaped in the sense that they have the same shape of the tube
thanks in advance
I have a problem that develops like this:
a gripper gripper that holds me a copper pipe with a grip force of 1000 n, the tube can have different shapes in the sense that it has undergone a bending deformation (let us assume a shape to l for example). My problem is to calculate the minimum contact surface between pipe and clamp to lock the rotation and prevent the sleaching of the tube, (considering that because of the deformation and not being the axis tube this last tends to rotate and taking into account that the rinse of the sigmasn material = 40 mpa. )
I attach a representative scheme.
I considered the mass of the tube as a concentrated mass (fault case)
the quotas are not accurate but they only serve to give me an indication on how to carry out this exercise.
ps: the pliers are shaped in the sense that they have the same shape of the tube
thanks in advance