Page 34 - Y-bearing-units
P. 34

Selection of Y-bearing unit size

        Equivalent dynamic                                                Fig. 1
        bearing load
        The equivalent dynamic bearing load is defined
        as that hypothetical radial load, constant in
        magnitude and direction, which, if applied,
        would have the same influence on bearing life as
        the actual load to which the bearing is subjected
        († fig. 1).
          If the bearing load F is constant in magnitude
        and direction and acts radially, then P = F and
        the load can be inserted directly into the life
        equation. In all other cases, the equivalent
        dynamic bearing load must be calculated.

        Constant bearing load
        Y-bearings and Y-bearing units are often
        subjected to simultaneously acting radial and                    Table 2
        axial loads. If the resultant load is constant in   Calculation factors
        magnitude and direction, the equivalent dynam-  Relative  Y-bearing series
        ic bearing load P can be obtained from the gen-  thrust   YAT, YAR, YET,     17262(00),
        eral equations                       load   YEL, YSA, YSP     17263(00)
                                             f 0  F a /C 0  e  X  Y  e  X  Y
        P = F r     when F a /F r  ≤ e       0,172   0,29  0,46  1,88  0,19  0,56  2,30
        P = X F r  + Y F a    when F a /F r  > e  0,345   0,32  0,46  1,71  0,22  0,56  1,99
                                             0,689   0,36  0,46  1,52  0,26  0,56  1,71
        where                                1,03   0,38  0,46  1,41  0,28  0,56  1,55
        P = equivalent dynamic bearing load, kN  1,38   0,40  0,46  1,34  0,30  0,56  1,45
                                                                         1,31
                                                                 0,34
                                                                     0,56
                                                       0,46
                                                   0,44
                                             2,07
                                                           1,23
        F r   = actual radial bearing load, kN
        F a  = actual axial bearing load, kN  3,45   0,49  0,46  1,10  0,38  0,56  1,15
                                                   0,54
                                             5,17
                                                       0,46
                                                                         1,04
                                                                     0,56
                                                           1,01
                                                                 0,42
        X  = radial load factor for the bearing  6,89   0,54  0,46  1,00  0,44  0,56  1,00
        Y  = axial load factor for the bearing
        e  = limiting value for F a /F r
        and with reference to tables 2 and 3
        C 0  = basic static load rating, kN                              Table 3
        f 0  = bearing-dependent calculation factor   Calculation factor f 0
                                             Y-bearing series    Factor f 0
        The limiting value e and the load factors X and Y   (sizes)
        required to calculate the equivalent bearing load
        for Y-bearings and Y-bearing units can be found   YAT, YAR, YET, YEL, YSA, YSP
        in table 2. As for deep groove ball bearings, it   203 – 204   13
                                             205 – 212
                                                              14
        depends on the value of the relative thrust load   213 – 218   15
        f 0  F a /C 0 .                      220              14
                                             17262(00)
                                             03 – 04          13
                                             05 – 12          14
                                             17263(00)
                                             05               12
                                             06 – 10          13
        32
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