Page 21 - Gear Technology Solutions
P. 21

1.7  Bearing Loads in Axial and Separating Direction

                   First, the results of bearing and housing loads created from a newly designed
                   gearset can be obtained  by employing  the axial  and separating factors from
                   the Dimension-Sheet. This output was in the past not available in the UNICAL
                   Dimension-Sheet.


















                                      Figure 5: Special Methods Dimension-Sheet
                                                   part 5, bearing loads

                   The  red  marked  section  in  Figure  5  shows  first  the  axial  factor  (for  pinion
                   driving in clockwise direction) for pinion and gear and below the axial factors in
                   case the pinion drives in counterclockwise direction. The term “OUT” means
                   that the respective member is pressed away from the crossing point (plus cone
                   movement).  The  term  “IN”  indicated  that  the  member  is  pulled  towards  the
                   crossing point:

                   Also, the separating factor is calculated for both pinion driving directions. The
                   term  “SEP”  is  the  abbreviation  of  separation  and  means  that  the  mating
                   member  moves  axially  away  from  the  crossing  point  (increase  of  the  cone
                   value). The term “ATT” is the abbreviation of attraction and means the mating
                   member is pulled towards the crossing point [5].

                   The factors in Figure 5 have to be multiplied with the torque in inch-lbs of the
                   respective member to obtain the loads in lbs. If metric dimensions are used,
                   the load factors have to be multiplied with 39.37 and then with the torque in
                   Nm of the respective member in order to obtain the loads in N.





                   6
   16   17   18   19   20   21   22   23   24   25   26