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Technical bases
Bearing selection - Static load capacity
The determined loads must be multiplied with a factor fstat allocated to the application. The product Fa' or Mk' must be below the static critical load curve of the selected bearing.

With regard to radial loads in load combinations

Fa = axial load
Fr = radial load
Mk = tilting moment

the reference loads for the "static" bearing selection from the KD 210 and KD 600 type series are computed as follows according to I or II:

Load combination I
Fa' = (Fa + 5.046 · Fr) · fstat
Mk' = Mk · fstat

Load combination II
Fa' = (1.225 · Fa + 2.676 · Fr) · fstat
Mk' = 1.225 · Mk · fstat

I and II apply analogously to types 13 and 21, but without the factor fstat.
A bearing is statically suitable if one of the two load combinations (I or II) is below the static critical load curve.

The reference load for the RD 800 type series is:

Fa' = (Fa + 2.05 · Fr) · fstat
Mk' = Mk · fstat

The bearing is statically suitable if one of the two load combinations (I or II) is below the static critical load curve.

For the KD 320 and RD 700 type series, radial loads Fr ≤ 10 % of the axial load can be neglected in selecting bearings by critical load curves.

If the radial load is Fr > 10 % of the axial load, the supporting angle must be taken into account. The respective calculation will then be done by us.

In the RD 900 type series, radial loads have no influence on the critical load curve.