mecch
Guest
Hello everyone, I would have a question to propose concerning the size of a disc brake:
on a rotation axis I have a pulley to which a load is connected and a counterweight through a rope. the same axis is connected to a brake and a motor. In practice it is a lift.
assuming that I can calculate angular acceleration with the formula:
w = summary(copies) / summary(moments of inertia)
for example we take the following case:
w = (cmotor - ccarico + ccontrappeso) / summary(j)
I would say that in conditions of station the torque provided by the brake must simply balance (by adding an appropriate safety margin) the torque provided by the load and that of the counterweight by writing
cfreno = (- fcarico + fcontrappeso) * rpuleggia.
in emergency conditions instead, assuming that the engine is removed power and neglecting the inertia, it is possible to replace the cfreno to the cmotore in the above equation:
cfreno = w * summary(j) + ccarico - ccontrappeso
or should I also add the required torque to the station?
Thank you.
greetings
Palo
on a rotation axis I have a pulley to which a load is connected and a counterweight through a rope. the same axis is connected to a brake and a motor. In practice it is a lift.
assuming that I can calculate angular acceleration with the formula:
w = summary(copies) / summary(moments of inertia)
for example we take the following case:
w = (cmotor - ccarico + ccontrappeso) / summary(j)
I would say that in conditions of station the torque provided by the brake must simply balance (by adding an appropriate safety margin) the torque provided by the load and that of the counterweight by writing
cfreno = (- fcarico + fcontrappeso) * rpuleggia.
in emergency conditions instead, assuming that the engine is removed power and neglecting the inertia, it is possible to replace the cfreno to the cmotore in the above equation:
cfreno = w * summary(j) + ccarico - ccontrappeso
or should I also add the required torque to the station?
Thank you.
greetings
Palo