Life-time equation

A set of three bearing life equations — nominal life-time per ISO, modified nominal life-time, and modified nominal life-time per the SKF life theory — used to determine how long a straightening roll will last under known operating conditions.
Three bearing life-time equations with their variables: nominal life-time L10 = (C/P)^p, modified nominal life-time Lna = a1·a2·a3·L10, and modified nominal life-time according to the SKF life theory Lnaa = a1·aSKF·L10.

The more precisely the operating conditions of a straightening roll are known or can be calculated, the more exactly and reliably its useful life can be determined.

Three different equations are available: for nominal life-time according to ISO, for modified nominal life according to ISO, and for modified nominal life-time based on a new life theory.

The simplest approach is to determine the nominal life-time according to ISO using equation (1) shown opposite.

Calculation of the nominal life-time using this equation is sufficient for conventional bearing applications.

In other applications it may be wise to take detailed account of other life-affecting factors as well. This led in 1977 to the introduction of the modified life-time equations shown under (2).

In the third equation - modified nominal life-time according to the new SKF life theory - a life-time coefficient is added to take account of a fatigue load limit and various other factors affecting the lubricating conditions and the degree of soiling.

The life-time value calculated with equation (3) is regarded as the period of use actually covered by a straightening roll in its life-time. As a rule this value deviates slightly from the calculated nominal life-time.

See Also

Adapted from "We do it straight" — Wire Straightening, p. 105 (ISBN 3-00-005897-4).

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