Domenico Garofalo
Guest
good evening to all;
I propose to you the problem of the sizing of a vertical shaft to be used as a means of transmission of the motion between a motion-reducer and a vertical load applied to the other end. the shaft rests on an axial bearing and is aligned with two radial bearings. its overall length should not exceed 20cm for encumbrance issues. the end part of the shaft must be threaded to allow fixing with a structure below (practically screwing the end part of the shaft in the structure and stopping it under with a nut). Moreover, since the shaft has to drag the structure in rotation, one or more quarries should be laid to place thorns or wrenches.
data:- torque moment max (consistent combination in time) mt = 62 nm
- max length 20cm
- weight of the applied load (max traction load) p = 1430 n
- acceleration of inertia (resp. vertical axis z) to(z)= 1,57 rad / s^2
- rotation speed (constant) w = 15 rpm
- steel material
problema:- determine the minimum diameter of the "dmin" tree
would you recommend the right approach to the problem and perhaps advise me on setting equations?
thanks in advance to those who will answer or read only this discussion.
I propose to you the problem of the sizing of a vertical shaft to be used as a means of transmission of the motion between a motion-reducer and a vertical load applied to the other end. the shaft rests on an axial bearing and is aligned with two radial bearings. its overall length should not exceed 20cm for encumbrance issues. the end part of the shaft must be threaded to allow fixing with a structure below (practically screwing the end part of the shaft in the structure and stopping it under with a nut). Moreover, since the shaft has to drag the structure in rotation, one or more quarries should be laid to place thorns or wrenches.
data:- torque moment max (consistent combination in time) mt = 62 nm
- max length 20cm
- weight of the applied load (max traction load) p = 1430 n
- acceleration of inertia (resp. vertical axis z) to(z)= 1,57 rad / s^2
- rotation speed (constant) w = 15 rpm
- steel material
problema:- determine the minimum diameter of the "dmin" tree
would you recommend the right approach to the problem and perhaps advise me on setting equations?
thanks in advance to those who will answer or read only this discussion.



















