Endurance Limit

As the alternating stress gets smaller, the material can take more stress cycles before it fails due to fatigue. The endurance limit is the highest alternating stress that does not result in fatigue failure. In other words, if the alternating stress is equal to or lower than the endurance limit, the number of stress cycles to cause failure becomes very large (practically infinite). The endurance limit is usually defined for zeromean alternating stresses. The endurance limit is also called the fatigue limit. Some metals do not have a measurable endurance limit.

Alternating Stress

The alternating stress is defined as (σ_{max}  σ_{min}) / 2 where σ_{max} and σ_{min} are the maximum and minimum stresses respectively.

In Simulation, you can set the stress component to calculate the alternating stress as: the Stress intensity (P1  P3), the equivalent stress (von Mises), or the maximum absolute principal stress (P1).

Stress Range

Stress = (σ_{max}  σ_{min})

Mean Stress

Mean stress = Sm = (σ_{max} + σ_{min})/2

Stress Ratio

Stress ratio R = σ_{min}/σ_{max}

Fatigue Life

Fatigue life, at a given alternating stress level and mean stress, is the number of cycles required to cause failure due to fatigue.

Infinite Life

Number of cycles where the fatigue strength ceases to decrease. In other words, the number of stress cycles required to cause failure is practically infinite.

Fatigue Strength

The stress at which fatigue failure occurs after a given number of loading cycles.
