In rotating machinery, bearings are subjected to both radial forces (perpendicular to the shaft) and axial forces (parallel to the shaft). The radial load, denoted as (F_r), arises from loads such as gear teeth or external loads, while the axial load, (F_a), is generated by thrust forces or misalignment.
To assess the bearingβs capacity and predict its life, engineers calculate an equivalent dynamic load (P) that combines the effects of both radial and axial components. This equivalent load is used in the classic life equation (L_{10}=left(frac{C}{P}right)^3times10^6) revolutions, where (C) is the basic dynamic load rating.
The equivalent dynamic load is obtained by weighting the radial and axial loads with factors (X) and (Y) that depend on the bearing type and the load ratio (F_a/F_r). The standard relationship is:
How do I calculate the equivalent dynamic load for a bearing?
What are the units for Fr and Fa in this calculation?
Why is there a factor of 1.5 multiplied with F_a in the formula?
Can this calculator be used for all types of bearings?
How does the equivalent dynamic load affect bearing life?
Is there a specific formula for calculating radial force (Fr)?
Can I use this calculator to predict bearing failure?
Results are for informational purposes only and do not constitute professional advice.
